tag:blogger.com,1999:blog-5301214790642323132024-03-18T08:33:55.120+05:30BANKER FACTORYA Perfect Destination for all Bank Job Aspirants.S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.comBlogger81125tag:blogger.com,1999:blog-530121479064232313.post-34615937251177294652019-02-03T13:30:00.001+05:302019-02-03T13:31:31.559+05:30EQUITABLE MORTGAGE (EQM)<p dir="ltr">Mortgage by deposit of Original title deeds, with the intention to create equitable mortgage. In some states it is required to be registered with the sub registrar and in some states it is not. To prove the intention an attendance register is maintained at the bank which should be signed by the owner of the property himself. </p>
<p dir="ltr">In case of NRI's the power of attorney holder who is the close relative of the NRI can create mortgage on behalf of the NRI. Bank may accept power of attorney executed before the Indian Embassy official.</p>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com6tag:blogger.com,1999:blog-530121479064232313.post-34720211505657130662016-04-15T22:14:00.001+05:302016-04-15T22:14:09.359+05:30Loan Against Property<div dir="ltr" style="text-align: left;" trbidi="on">
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<img height="287" src="http://www.createfin.com/image/banner4.jpg" width="640" /><br />
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<b>Loan Against Property</b> popularly known as <b>Mortgage Loan</b> is popular amongst businessmen as it is a good <b>alternative to personal loan. </b>People get attracted to this product due to its <b>low rate of interest</b> (especially among nationalized banks) and its<b> flexible tenure</b> (<b>maximum of 12 years). </b>The procedures are simple and <b>banks usually do not insist upon the end use of the amount financed. </b>The only eligibility criterion is the<b> income of the customer </b>approaching for the loan, it is measured on the basis of <b>Form16 in the case of salaried individuals</b> and <b>last 3 years IT returns in the case of businessmen and self employed individuals.</b> The <b>value of the property to be mortgaged is also an important criterion </b>for arriving at the loan amount.<br />
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1. Purpose:</h3>
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To meet the credit requirements for business, education, repair renovation extension of residential and commercial property or to purchase construct personal property and also for other personal requirements.<br />
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This f<b>acility should not be extended to speculative purposes </b>like buying and selling of shares or real estate. So <b>builders </b>and <b>stock brokers </b>should not be financed.<br />
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<h3 style="text-align: left;">
2. Target:</h3>
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Businessmen, Professionals, Self Employed people with high networth and salaried people are eligible for availing these loans subject to banks guidelines.<br />
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<h3 style="text-align: left;">
3. Insurance: </h3>
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The property mortgaged should be kept insured to the full value of asset including fire, natural calamities, riots and earthquake. Vacant lands are exempted from getting insurance coverage.</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com75tag:blogger.com,1999:blog-530121479064232313.post-37287911800029323272015-07-14T23:45:00.004+05:302016-04-15T11:16:17.784+05:30Housing Loan<div dir="ltr" style="text-align: left;" trbidi="on">
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<a data-ved="0CAcQjRxqFQoTCPuTlpic28YCFYKtpgodNcYAWw" href="http://www.google.co.in/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=0CAcQjRxqFQoTCPuTlpic28YCFYKtpgodNcYAWw&url=http%3A%2F%2Fwww.mmfs.co.in%2FHomePropertyLoan.aspx&ei=uVClVbvTKoLbmgW1jIPYBQ&bvm=bv.97653015,d.dGY&psig=AFQjCNFKfSuiqiTibXV7RsBdZoQTvnTu5Q&ust=1436983770698271" id="irc_mil" jsaction="mousedown:irc.rl;keydown:irc.rlk;irc.il;" style="border-image: none; border: 0px currentColor;"><img src="http://www.mmfs.co.in/images/Home-loan.png" height="169" id="irc_mi" style="margin-top: 90px;" width="640" /></a></div>
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Purpose Of Loan</h3>
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a) To purchase/construct house/flat on ownership basis. Includes purchase of already constructed flat/house which has at least future life equal to 1. times of the stipulated repayment period.<br />
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b) To renovate/extend/repair existing house flat.<br />
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c) To purchase a plot of land. Only composite loan for purchase of loan along with construction of house to be considered. An undertaking should be obtained from the borrower that he/she will construct a house on the said plot within a maximum period of 18 months from availment of advance failing which Rate of Interest at Commercial Rates will be applicable.<br />
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d) To acquire household articles for furnishing house/flat<br />
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Insurance Coverage</h3>
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Sum Insured shall be Home Loan amount and Insurance Premium shall be one time premium for the tenure of the loan.<br />
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Eligible components for Home Loan:</h3>
i) Cost of the Plot of Land.<br />
ii) Cost of Construction.<br />
iii) Stamp Duty and Registration Charges.<br />
iv) Expenses for furnishing the House/Flat.<br />
v) Cost of Flat in case of Purchase of Flat.<br />
vi) Payment towards extra amenities like Parking slot.<br />
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Eligible Borrowers</h3>
i) Permanent Salaried Employment.<br />
ii) Professionals like Doctors, Lawyers, Engineers, Chartered Accountants etc.<br />
iii) Self employed Persons having regular income.<br />
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Age</h3>
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Normally housing finance should not be extended to retired persons and persons above 65 years.</div>
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Income</h3>
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For Salaried:</div>
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</div>
<ol>
<li><div style="text-align: left;">
Latest Annual Salary Certificate (Form 16).</div>
</li>
<li><div style="text-align: left;">
Copies of Income Tax Returns for last 3 years.</div>
</li>
</ol>
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For businessman:</div>
<div style="text-align: left;">
</div>
<ol>
<li><div style="text-align: left;">
Copies of Financial Statements (preferably audited).</div>
</li>
<li><div style="text-align: left;">
Income Tax Returns for last 3 years.</div>
</li>
</ol>
<div style="text-align: left;">
Note:- Even though ITR's are available for last 3 years, eligible quantum of home loan is to be arrived at on the basis of the latest ITR. Care must be take than the latest ITR is not inflated.</div>
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In case latest ITR is only available and the ITR for previous years not available adequate documentary proof to be obtained such as Annual Salary Certificate/ Form 16.</div>
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For purchase of second house the customer may intend to let out his existing or new house being purchased out of bank finance. In such cases the rental income may also be considered for calculating EMI.</div>
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CO-Borrowers</h3>
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The family members of the borrower can be considered as Co-borrowers even if they are not joint owners of the property to meet the Income/EMI Criteria. They may include Husband/Wife, Parents/Parents of Husband, Son, Daughter/ Daughter in law etc.</div>
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Margin</h3>
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The borrower has to contribute a suitable portion of the Project Cost from his/her own pocket. This is called the Margin. This is usually 20% for 1st Home and 25% for 2nd or subsequent Homes.</div>
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Net Take Home Pay/Income</h3>
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It is the portion of the Income left with borrower after meeting the EMI requirements. It should not be less than 40% of his gross salary/income.</div>
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Credit Information Report</h3>
<div style="text-align: left;">
Generation of Credit Information(CIR) is mandatory. Most popular Credit rating agency providing this service is Credit Information Bureau of India Ltd. (CIBIL). It provides information related to the customers previous Credit history and provides a suitable risk rating for the customer.</div>
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Calculation of Quantum of Loan</h3>
<div style="text-align: left;">
72 times of gross monthly salary OR 6 times of gross annual income based on Income Tax Return.</div>
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Security</h3>
<div style="text-align: left;">
Equitable Mortgage of land/flat/house proposed to be financed.</div>
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Legal Opinion/ Search and Title Clearance Report</h3>
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A Legal opinion has to be obtained regarding the title of the documents from the bank approved panel advocate to avoid any legal complications after the loan disbursement.</div>
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<h3 style="text-align: left;">
Valuation Report</h3>
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A Valuation Report has to be obtained from the bank approved Panel Engineer to ascertain the marketable value of the property.</div>
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S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com20Thiruvananthapuram, Kerala, India8.5241391 76.936637600000048.2728715999999984 76.613914100000045 8.7754066 77.259361100000035tag:blogger.com,1999:blog-530121479064232313.post-7979160619829065302014-10-22T12:12:00.001+05:302014-10-22T12:27:29.761+05:30MY STORY WHEN I PASSED OUT AS AN ENGNEER AND WHEN I GOT SELECTED AS A BANK EMPLOYEE<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal">
Doesn’t seem to be synonymous right? What does an Engineer
do in the Bank Industry? Well to be frank I was a person who lived on the flow.
I didn’t try to steer my life at any point till I completed my graduation. You
may find me in yourself. I was less of a reader and didn’t had any aim or dream
in my life. My father was an Engineer, in fact a Civil Engg. So as usual he
wanted one of his son’s to be an engineer. My brother pursued academics in
Political Sciences (An Arts subject). So the only hope for him was me. He asked
me you wanted to be an Engineer. I said yes. May be because I doesn’t know what
is engineering? I don’t know whether it will suit my tastes. If at all I would
have said No, I don’t know what else suits my tastes. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I presume that this happened because during my school days
learning was like mugging up some theories and passing in the exam. Most of the
students didn’t bother of the subject after the exams nor do they try to find
their interests and learn more about it. Our learning was confined to the
textbooks and the syllabus. I’m not trying to be philosophical or trying to
bore the readers, but it is a truth. We need to seriously think about the
education system that exists.<br />
<br />
Coming back to my story, I wrote the state entrance examination and got in the
list of students who qualified. But the rank that I got is not worth to be
mentioned. My father understood that, given my rank I’m not going to get a seat
in the Government Quota. He came with a bunch of broachers from various private
engineering colleges; the next question is “What course do you want to pursue”.
I went through the broacher, went across the pictures of the labs and all and said
“Electronics and Communication”. It was decision made in minutes. May be I
wanted to learn it because I was slightly comfortable with Physics or may be
some other unknown reasons. I joined the course in a private college in the
suburbs of the city.<br />
<br />
There the same system continued. Mugging up some theory and clearing the exams.
Although I was better than many others in the number of supplementary exams
that I wrote, I had 7 papers due when I passed out in April 2011. I cleared
those papers in the next special supplementary held in November 2011. <br />
<br />
During my engineering I haven’t researched or thought of where to pursue a job
and how. It’s when I passed out the question came to my mind “Where to pursue a
job and how?” I consulted my cousin who was working in an IT company. She
suggested doing a course in software. I was quiet poor in Programming. Still I
took the decision to do a course in Java from one of the leading Software training
institute in India. I completed the course in 5 months. Did the project work
and somehow finished the course. But all through the course one question
haunted me “Is this your cup of tea”. My inner heart said a “BIG NO”. But still
I was stuck in a Dilemma. If at all you drop out this path “where is the
alternate path?”<br />
<br />
On one day I broke out and said to my mother that I cannot pursue this path.
She stood by my side and said “Don’t worry if you can’t. Leave it we will find
other ways.”<br />
<br />
I asked to myself what should be the other path. Where should I pursue a job?
Which way suits me. In fact I started thinking. I became more mature. When I
scanned through my life from the beginning I understood that the biggest
problem with me was I didn’t think at all. Not thinking is as bad as Thinking
too much. There should be a balance. <br />
<br />
I recollected that when I passed out I wrote various competitive exams. One
among them was the IBPS CLERK I. Without any effort or preparation I managed to
qualify and acquire a Score Card. Although the score was too low to be called
for interview, I understood that if I can give a little more effort I can crack
the exams next time.<br />
<br />
I took a considered decision to join a coaching institute in the City to start
the preparations. During my preparations, almost at the time when the IBPS
exams where approaching I got an offer for a Job in the Gulf. But I didn’t give
up. I gave up that offer for the sake of the IBPS exam. This might be because I
had the confidence of clearing the exam. <br />
<br />
I appeared for the IBPS CLERK and SBT CLERK exams and cleared it. But my marks
were just above cutoff marks for attending the interview. I was quiet excited
and prepared for the interviews day and night. But the fact was that merely
getting the cutoff mark has very feeble chance to get the final selection no
matter how good you score in the interview. But I was not aware of it.<br />
<br />
I attended the interview for SBT Clerk and scored 34/35 and the IBPS Clerk and
scored 15/20. In fact I went through a lot of trauma when I was attending the
SBT Clerk interview. My grandfather was hospitalized and was suffering serious
ailments. Still I performed well in the interview which showed in my marks.<br />
<br />
Still you would wonder I didn’t get selected in either of the posts. I was
totally shattered. Still I was hoping for getting IBPS CLERK in the second
list. In the meanwhile I got a call from an Electronics manufacturing firm
under the State Government for apprentice trainee post. But the post was
actually a Marketing Job. Again I was in Dilemma. I took a bold decision not to
pursue it and continue preparing for the IBPS exams.<br />
<br />
In the meanwhile many of my close relative and so called ‘WELL WISHERS’ asked
me “You are an Engineer, why are you trying for a job in the banking sector,
Why don’t you look for a job in the IT sector or in your core field, Why are you
wasting time in preparing for these exams”. I kept smiling<span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">J</span></span>.<span style="mso-spacerun: yes;"> </span><br />
<br />
Well in my mind I asked “Will you give me the Job. I’m not here to satisfy or
please others. I’m for myself and I will choose my path. Not You.”<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;">HERE COMES THE
TURNING POINT.</b></span><br />
<br />
May be these questions rang on my mind periodically. The trauma that the society
gives to a young graduate looking for a job is far bigger than his/her family. <span style="mso-spacerun: yes;"> </span>But a very few overcome these trauma. <br />
<br />
“I must prove myself to the society that I’m right”.<br />
<br />
I started preparing for the IBPS PO and CLERK III rigorously. I changed my
coaching institute to some other in the same city not because the former was bad
but because I need a change so that I do not loose the seriousness. I continued
the hard work. Practiced as many questions I can and cleared the IBPS PO exams
with mark which I can’t even imagine as compared to my past record.<br />
<br />
The result of the IBPS PO exam came on just before the day when my IBPS CLERK
exams were scheduled. But I didn’t check the marks for the PO exams as I was
worried. I attended the IBPS CLERK exam which was quite difficult and may be
due to the issue of time management I wasn’t able to attend enough questions. I
was shattered. I literally cried in front of my family when I came home. My mother
said “Leave it and check your IBPS PO marks. You might be getting better marks
there.”<br />
<br />
I checked my marks in IBPS PO III, I was shocked. I got 87/200, were the cutoff
marks were 61/200. I jumped in joy. Took a printout of the mark sheet and went
to my family.<span style="mso-spacerun: yes;"> </span>In fact later I also came
to know that I cleared the IBPS Clerk exams although the marks where not that
bright.</div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span>
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;">THE BIGGEST TEST OF MY LIFE WAS YET TO
HAPPEN</b></span><br />
<span style="color: #3d85c6;"><br /></span>
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;">My IBPS PO Interview.</b></span> I was happy
and prepared for the interviews in advance with my friends who qualified for
the interview. The Interview dates were approaching. Just a week before the
interview date I was diagnosed with Chicken Pox. By the time the interview came
my body was full of boils and scars. My mind went blank. Will all the preparations
that I made in advance become useless? Still my family members stood by my side
and said we will face it together. They gave me the confidence that nothing
will happen and you should face the interview no matter what happens. There is
in fact no chance of postponing the interview procedures as it was the last
date of the whole interview procedures.<br />
<br />
The day of interview came. I firmly decided that I will attend the interview
and face the panel boldly. I reached the interview venue. I saw everyone standing
in the car parking space. I went inside, everyone who saw me were staring at me
in surprise. But I kept the cool and went inside. It was a do or die situation.
I signed the registry and went inside. For a while I and one of my friends
talked with each other. Also saw a few other friends. The officials called
everyone to the conference hall. The document verification was over. And then I
was called in front of the cabin were the interview is proceeding. One of the
Candidates near me asked “What happened to your face?” I said “It’s an allergy.
<span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">J</span></span>”.<br />
<br />
I was called inside the cabin. I took a deep breath, asked permission and went
inside. They asked me to take a seat. Surprisingly they didn’t ask any single
word about the deformity in my face. I answered their questions boldly and
happily and came back.<br />
<br />
Well I’m Happy to say I’m now a Probationary Officer in Bank of India. Why this
happened? Well I would say the ability to take bold decisions and to face
unforeseen challenges has gained me this Job. <br />
NO MATTER WHAT OTHERS SAY OR THE SO CALLED ‘WELL WISHERS’ THINK PURSUE YOUR
DREAM AND WORK HARD TO ACHIEVE IT YOU WILL GET THROUGH.<br />
<br />
“You are an Engineer, why are you trying for a job in the banking sector, Why
don’t you look for a job in the IT sector or in your core field, Why are you
wasting time in preparing for these exams”.<br />
<br />
“WELL I CAN PROUDLY SAY I GAVE THE ANSWER TO THAT OLD QUESTION.”<br />
<br style="mso-special-character: line-break;" /></div>
<div class="MsoNormal">
DON’T EVER GIVE UP…</div>
<div class="MsoNormal">
<br />
JAI HIND.<br />
<br style="mso-special-character: line-break;" /></div>
<div class="MsoNormal">
THANK GOD.</div>
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<br /></div>
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<br /></div>
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<span style="font-size: large;"><a href="http://www.bankerfactory.in/2014/10/how-to-calculate-combined-score-of.html" target="_blank">To know how tocalculate combined score of interview and written exam or to calculate yourinterview score from your combined score: CLICK HERE</a></span></div>
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S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-43183908611242902712014-10-22T12:12:00.000+05:302014-10-22T12:12:37.427+05:30List of questions that I attended and the marks that I obtained in IBPS PO- III<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal">
<span style="color: #3d85c6;"><span style="font-size: 16.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">IBPS PO- III</span></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">WRITTEN EXAMINATION</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">No of
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Reasoning-
24/50</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">English-
17/40</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Quantitative
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<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">General
Awareness- 20/40</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Computer
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">TOTAL
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<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">CUTOFF
MARKS FOR GENERAL- 61/200</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">INTERVIEW
SCORE- 67/100, 13.4/20</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">COMBINED
SCORE- 48.2/100</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">MY FIRST 5 PREFERENCES:</span></b></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">1. Bank
of India.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">2. Bank
of Baroda.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">3.
Corporation Bank.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">4. Indian
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">5. Punjab
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<br /></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><span style="font-size: 16.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">IBPS CLERK- III</span></span></div>
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<span style="color: #3d85c6;"><span style="font-size: 16.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">WRITTEN EXAMINATION</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">No of
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<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Reasoning-
26/40</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">English-
18/40</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Quantitative
Aptitude- 28/40</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">General
Awareness- 21/40</span></div>
<div class="MsoNormal">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Computer
Awareness- 32/40</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">TOTAL
SCORE- 119/200</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">CUTOFF
MARKS FOR GENERAL- 109/200</span></b></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">INTERVIEW
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<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">COMBINED
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<div class="MsoNormal">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">MY FIRST 5 PREFERENCES:</span></b></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">1. Bank
of India.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">2. Corporation
Bank.</span></b></div>
<div class="MsoNormal">
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Overseas Bank.</span></b></div>
<div class="MsoNormal">
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of Baroda.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">5. Punjab
National Bank.</span></b></div>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com4Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-78193019188635900702014-10-22T12:10:00.001+05:302014-10-22T12:10:58.933+05:30How to calculate combined score of interview and written exam or to calculate your interview score from your combined score?<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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<div class="MsoNormal">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">Combined Score is calculated using
the following methodology:</span></b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Your written exam score out of 200 is converted to marks out
of 100-</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
For example: If your <b>written exam score</b> is <b>80/200</b> then,</div>
<div class="MsoNormal">
<b>(80/200)*80= 32 out of 80</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Similarly your interview score out of 100 is converted to
marks out of 20-</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
For example: If your <b>interview score </b>is<b> 70/100</b> then,</div>
<div class="MsoNormal">
<b>(70/100)*20= 14 out of 20</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Now <span style="color: #3d85c6;"><b>Combined Score = Written examination Score out of 80 +
Interview Score out of 20</b></span></div>
<span style="color: #3d85c6;"><b>
</b></span><br />
<div class="MsoNormal">
<span style="color: #3d85c6;"><b><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>= 32+14= 46/100.</b></span></div>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com5Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-61992334811899328832014-08-10T22:35:00.001+05:302014-08-10T22:35:27.178+05:30IBPS COMMON RECRUITMENT PROCESS FOR RECRUITMENT IN CLERICAL CADRE IN PARTICIPATING ORG ANISATIONS (CWE Clerks- IV)<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" width="640" /><br />
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<b><span style="font-size: large;"><span style="color: #3d85c6;">FOR MORE DETAILS VISIT:</span> <a href="http://ibps.in/career_pdf/CWE_Clerks_IV_Advt.pdf">http://ibps.in/career_pdf/CWE_Clerks_IV_Advt.pdf</a></span><a href="http://ibps.in/career_pdf/CWE_Clerks_IV_Advt.pdf"> </a></b></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-74100965997024575822014-07-20T13:15:00.002+05:302014-07-20T13:15:21.446+05:30Recapitalisation of PSU banks<div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCYDL3c376vnlQOY734fCrArWP_3xaRR2-mZqLMvOL4qB9Lzu0QKZC2YZ6s7YaebC8c6hEU4yv-ojq4NU5l6zxXZHo3qDZPImU5u3u2hGHT7__uz8uFlWDLD7nYKqIAFEh7PatH1s5BC0/s1600/arunjaitley.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCYDL3c376vnlQOY734fCrArWP_3xaRR2-mZqLMvOL4qB9Lzu0QKZC2YZ6s7YaebC8c6hEU4yv-ojq4NU5l6zxXZHo3qDZPImU5u3u2hGHT7__uz8uFlWDLD7nYKqIAFEh7PatH1s5BC0/s1600/arunjaitley.jpg" height="480" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">Finance Minister, Arun Jaitley</span></td></tr>
</tbody></table>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">Recapitalization of PSU Banks remains high priority says Finance Minister, Arun Jaitley. The Public Sector Banks need 2.4 lakh crores to meet the Basel III obligations. The Central Government is proposing the recapitalization of public sector banks by 2018. This necessarily means diluting the government stake in public sector banks. But the government has made its mind not to bring it down below 51 percent. While the government will continue to have majority share holding, the citizens of India will also get direct share holding in these banks, which currently the hold indirectly.</span><br />
<div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); left: -99999px; position: fixed; top: 0px;">
while
the government will continue to have majority shareholding, the
citizens of India will also get direct shareholding in these banks,
which currently they hold indirectly. <br /><br /><div style="font-family: arial; font-siae: 12px;">
Read more at:<br /><a href="http://economictimes.indiatimes.com/articleshow/38673994.cms?utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst">http://economictimes.indiatimes.com/articleshow/38673994.cms?utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst</a></div>
</div>
<div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); left: -99999px; position: fixed; top: 0px;">
while
the government will continue to have majority shareholding, the
citizens of India will also get direct shareholding in these banks,
which currently they hold indirectly. <br /><br /><div style="font-family: arial; font-siae: 12px;">
Read more at:<br /><a href="http://economictimes.indiatimes.com/articleshow/38673994.cms?utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst">http://economictimes.indiatimes.com/articleshow/38673994.cms?utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst</a></div>
</div>
<div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); left: -99999px; position: fixed; top: 0px;">
while
the government will continue to have majority shareholding, the
citizens of India will also get direct shareholding in these banks,
which currently they hold indirectly. <br /><br /><div style="font-family: arial; font-siae: 12px;">
Read more at:<br /><a href="http://economictimes.indiatimes.com/articleshow/38673994.cms?utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst">http://economictimes.indiatimes.com/articleshow/38673994.cms?utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst</a></div>
</div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><br />Here the question arises is it sufficient to raise this huge chunks of money. The answer is a big NO. The share prices of most public sector banks are quite low barring a few exceptions. Selling those shares will not generate 2.4 lakh crores. So what shall be done?<br /><br />As far as the share prices remain low selling those shares will not be worthy. So steps should be taken to improve the profitability of these banks. Many of the small and medium public sector banks are running under loss. So along with the recapitalization of banks steps must be taken to make them more efficient. </span><br />
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<br />
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">On the one side the government is making obligations to give 8 lakh crore farm loans at concessional rates and on the other hand it is planning to sell its stake. Such promises will naturally affect the investor sentiments and may affect the share value of public sector banks.<br /><br /><br />Therefore Public Sector Banks have to be strengthened. The Government should seriously consider merging of Public Sector Banks to establish 6 or 7 banks with sound financial strength and presence all over India to create a healthy competition. This will also help banks to expand their chain of branches and further their financial inclusion objectives. Remember now only 58% of the population has bank accounts.</span><br /><br /><span style="font-size: large;">#Admin</span></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-79336268000948577782014-07-16T22:26:00.005+05:302014-07-16T22:26:57.036+05:30Reserve Bank of India 506 posts of “Assistant”<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span>
<span style="font-family: arial; font-size: small;"><b>The Reserve Bank of India invites applications</b> from eligible candidates for <b>506 posts of “<u class="head">Assistant</u>”</b>
in various offices of the Bank. Selection for the post will be through
a country-wide competitive<b> Online Examination and Interview.</b> </span><br />
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<div align="center" class="head">
<b><span style="font-size: small;"><u>Important Dates:</u></span></b></div>
<b><span style="font-size: small;">
</span></b><table align="center" border="0" cellpadding="0" cellspacing="1" class="tablebg" style="width: 91%px;"><tbody>
<tr class="table">
<td class="head" colspan="2"><b><span style="font-size: small;">Website Link Open </span></b></td>
<td class="head" width="51%"><b><span style="font-size: small;">16.07.2014 to 06.08.2014 </span></b></td>
</tr>
<tr class="table">
<td class="head" rowspan="2" valign="top" width="29%"><b><span style="font-size: small;">Payment of Examination Fees </span></b></td>
<td class="head" width="20%"><b><span style="font-size: small;">Online</span></b></td>
<td class="head" width="51%"><b><span style="font-size: small;">16.07.2014 to 06.08.2014</span></b></td>
</tr>
<tr class="table">
<td class="head" width="20%"><b><span style="font-size: small;">At Bank Branches</span></b></td>
<td class="head" width="51%"><b><span style="font-size: small;">18.07.2014 to 11.08.2014</span></b></td>
</tr>
<tr class="table">
<td class="head" colspan="2"><b><span style="font-size: small;">Schedule of Online Test (Tentative)</span></b></td>
<td class="head" width="51%"><b><span style="font-size: small;">Varied dates around fourth week of September 2014</span></b></td></tr>
</tbody></table>
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<br />
<span style="font-family: arial; font-size: x-small;"><span style="font-family: arial; font-size: x-small;"></span></span><br />
<span style="font-family: arial; font-size: x-small;"><span style="font-family: arial; font-size: x-small;"><span style="font-size: small;">Selection will be through Online
Examination and Interview. The Online Examination will be for 200 marks
and is tentatively scheduled to be held in the fourth week of <span class="head">September 2014</span></span></span></span><br />
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<span style="font-family: arial; font-size: x-small;"><span style="font-family: arial; font-size: x-small;"><span style="font-size: small;">
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<tbody>
<tr class="table">
<td class="head" width="56"><div align="center">
Sr. No.</div>
</td>
<td class="head" width="170"><div align="center">
Name of Tests (Objective)</div>
</td>
<td class="head" width="106"><div align="center">
No of Questions</div>
</td>
<td class="head" width="110"><div align="center">
Maximum Marks</div>
</td>
<td class="head" width="73"><div align="center">
Total Time</div>
</td>
</tr>
<tr>
<td class="table" width="56"><div align="center">
1</div>
</td>
<td class="table" width="170">Test of Reasoning</td>
<td class="table" width="106"><div align="center">
40</div>
</td>
<td class="table" width="110"><div align="center">
40 </div>
</td>
<td class="table" rowspan="5" width="73"><div align="center">
2 Hours</div>
</td>
</tr>
<tr>
<td class="table" width="56"><div align="center">
2</div>
</td>
<td class="table" width="170">Test of English Language</td>
<td class="table" width="106"><div align="center">
40 </div>
</td>
<td class="table" width="110"><div align="center">
40 </div>
</td>
</tr>
<tr>
<td class="table" width="56"><div align="center">
3</div>
</td>
<td class="table" width="170">Test of Numerical Ability</td>
<td class="table" width="106"><div align="center">
40 </div>
</td>
<td class="table" width="110"><div align="center">
40 </div>
</td>
</tr>
<tr>
<td class="table" width="56"><div align="center">
4</div>
</td>
<td class="table" width="170">Test of General Awareness </td>
<td class="table" width="106"><div align="center">
40 </div>
</td>
<td class="table" width="110"><div align="center">
40 </div>
</td>
</tr>
<tr>
<td class="table" width="56"><div align="center">
5</div>
</td>
<td class="table" width="170">Test of Computer Knowledge </td>
<td class="table" width="106"><div align="center">
40 </div>
</td>
<td class="table" width="110"><div align="center">
40 </div>
</td>
</tr>
<tr>
<td class="table" colspan="2" width="226"><div align="center">
Total</div>
</td>
<td class="table" width="106"><div align="center">
200</div>
</td>
<td class="table" width="110"><div align="center">
200</div>
</td>
<td class="table" width="73"></td>
</tr>
</tbody></table>
<span style="font-size: small;">
</span><span style="font-size: small;">i) The above tests except the Test of English Language will be available bilingually, i.e. English and Hindi. </span><br />
<br />
<br />
<span style="font-size: x-large;">FOR MORE DETAILS AND ELIGIBILITY VISIT: <a href="http://rbi.org.in/scripts/bs_viewcontent.aspx?Id=2855#ANN">http://rbi.org.in/scripts/bs_viewcontent.aspx?Id=2855#ANN</a> </span></span> </span></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com0Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-36573175425417322262014-07-16T19:51:00.000+05:302014-07-16T19:52:40.852+05:30Probationary Officer/ Management Trainee posts in the Participating Organisations- October 2014<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: x-large;">For Eligibility and more details Visit: <a href="http://www.ibps.in/career_pd/CWE_PO_MT_IV_27_06_2014.pdf">http://www.ibps.in/career_pd/CWE_PO_MT_IV_27_06_2014.pdf</a></span></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com0Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-2878778796706341192014-07-09T14:06:00.001+05:302014-08-10T21:59:16.478+05:30BUDGET GLOSSARY: Important Terms to Know<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">On the Budget day, the finance
minister tables 10-12 documents. Of these, the main and most important document
is the Annual Financial Statement. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Annual Financial Statement </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Article 112 of the Constitution requires the government to present to
Parliament a statement of estimated receipts and expenditure in respect of
every financial year - April 1 to March 31. This statement is the annual
financial statement. <br />
<br />
The annual financial statement is usually a white 10-page document. It is
divided into three parts, consolidated fund, contingency fund and public
account. For each of these funds, the government has to present a statement of
receipts and expenditure. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Consolidated Fund </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
This is the most important of all government funds. All revenues raised by the
government, money borrowed and receipts from loans given by the government flow
into the consolidated fund of India. All government expenditure is made from
this fund, except for exceptional items met from the Contingency Fund or the
Public Account. Importantly, no money can be withdrawn from this fund without
the Parliament's approval. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contingency Fund </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
As the name suggests, any urgent or unforeseen expenditure is met from this
fund. The Rs 500-crore fund is at the disposal of the President. Any
expenditure incurred from this fund requires a subsequent approval from
Parliament and the amount withdrawn is returned to the fund from the
consolidated fund. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Public Account</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="color: #3d85c6;"> </span><br />
<br />
This fund is to account for flows for those transactions where the government
is merely acting as a banker. For instance, provident funds, small savings and
so on. These funds do not belong to the government. They have to be paid back
at some time to their rightful owners. Because of this nature of the fund,
expenditure from it are not required to be approved by the Parliament. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">For each of these funds the
government has to present a statement of receipts and expenditure. It is
important to note that all money flowing into these funds is called receipts,
the funds received, and not revenue. Revenue in budget context has a specific
meaning. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Revenue receipt/Expenditure </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
All receipts and expenditure that in general do not entail sale or creation of
assets are included under the revenue account. On the receipts side, taxes
would be the most important revenue receipt. On the expenditure side, anything
that does not result in creation of assets is treated as revenue expenditure.
Salaries, subsidies and interest payments are good examples of revenue
expenditure. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Capital receipt/Expenditure</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="color: #3d85c6;"> </span><br />
<br />
All receipts and expenditure that liquidate or create an asset would in general
be under capital account. For instance, if the government sells shares
(disinvests) in public sector companies, like it did in the case of Maruti, it
is in effect selling an asset. The receipts from the sale would go under
capital account. On the other hand, if the government gives someone a loan from
which it expects to receive interest, that expenditure would go under the
capital account. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">In respect of all the funds the
government has to prepare a revenue budget (detailing revenue receipts and
revenue expenditure) and a capital budget (capital receipts and capital
expenditure). The consolidated fund is the key to the budget. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The revenue account of the
consolidated fund is split into two parts, receipts and disbursements - simply,
income and expenditure. Receipts are broadly tax revenue, non-tax revenue and
grants-in-aid and contributions. The important tax revenue items are listed
below. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Corporation Tax:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Tax on profits of companies. <br />
<br />
<span style="color: #3d85c6;"><b>Taxes on Income other than corporation tax:</b></span> Income tax paid by
non-corporate assesses, individuals, for instance. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Fringe benefit tax (FBT): </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
The taxation of perquisites - or fringe benefits - provided by an employer to
his employees, in addition to the cash salary or wages paid, is fringe benefit
tax. It was introduced in Budget 2005-06. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Securities transaction tax (STT): </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Sale of any asset (shares, property) results in loss or profit. Depending on
the time the asset is held, such profits and losses are categorised as
long-term or short-term capital gain/loss. In Budget 2004-05, the government
abolished long-term capital gains tax on shares (tax on profits made on sale of
shares held for more than a year) and replaced it with STT. It is a kind of
turnover tax where the investor has to pay a small tax on the total
consideration paid / received in a share transaction. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Banking cash transaction tax (BCTT):
</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Introduced in Budget 2005-06, BCTT
is a small tax on cash withdrawal from bank exceeding a particular amount in a
single day. The basic idea is to curb the black economy and generate a record
of big cash transactions. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Customs: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Taxes imposed on imports. While revenue is an important consideration, Customs
duties may also be levied to protect the domestic industry or sector .</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Union Excise Duty: </span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Duties imposed on goods made in
India. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Service Tax:</span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">It
is a tax on services rendered. Telephone bill, for instance, attracts a service
tax. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Direct Tax </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Traditionally, these are taxes where the burden of tax falls on the person on
whom it is levied. These are largely taxes on income or wealth. Income tax (on
corporates and individuals), FBT, STT and BCTT are direct taxes. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Indirect Tax </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
In case of indirect taxes, the incidence of tax is usually not on the person
who pays the tax. These are largely taxes on expenditure and include Customs,
excise and service tax. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Non-tax revenue</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="color: #3d85c6;"> </span><br />
<br />
The most important receipts under this head are interest payments (received on
loans given by the government to states, railways and others) and dividends and
profits received from public sector companies. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Grants-in-aid and contributions </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
The third receipt item in the revenue account is relatively small grants-in-aid
and contributions. These are in the nature of pure transfers to the government
without any repayment obligation. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Revenue Deficit </span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">The excess of disbursements over
receipts on revenue account is called revenue deficit. This is an important
control indicator. All expenditure on revenue account should ideally be met
from receipts on revenue account; the revenue deficit should be zero. <br />
<br />
When revenue disbursement exceeds receipts, the government would have to
borrow. Such borrowing is considered regressive as it is for consumption and
not for creating assets. It results in a greater proportion of revenue receipts
going towards interest payment and eventually, a debt trap. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Receipts in the capital account of
the consolidated fund are grouped under three broad heads - public debt,
recoveries of loans and advances, and miscellaneous receipts. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-size: 12.0pt; line-height: 115%;">Public debt:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Public
debt receipts and public debt disbursals are borrowings and repayments during
the year, respectively. <br />
<br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Public debt can be split into
internal (money borrowed within the country) and external (funds borrowed from
non-Indian sources). Internal debt comprises treasury bills, market stabilisation
schemes, ways and means advance, and securities against small savings. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Treasury bills (T-bills):</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">These are bonds (debt securities)
with maturity of less than a year. These are issued to meet short-term mismatches
in receipts and expenditure. Bonds of longer maturity are called dated
securities. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Market stabilisation scheme: </span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The scheme was launched in April
2004 to strengthen RBI's ability to conduct exchange rate and monetary
management. These securities are issued not to meet the government's
expenditure but to provide RBI with a stock of securities with which it can
intervene in the market for managing liquidity. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ways and means advance (WMA):</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">One of RBI's roles is to serve as
banker to both central and state governments. In this capacity, RBI provides
temporary support to tide over mismatches in their receipts and payments in the
form of ways and means advances. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Securities against small savings:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The government meets a small part of
its loan requirement by appropriating small savings collection by issuing
securities to the fund. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Miscellaneous receipts:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> These are receipts from disinvestment in public sector
undertakings. Capital account receipts of the consolidated fund - public debt,
recoveries of loans and advances, etc.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Central plan: </span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Central or annual plans are
essentially Five Year Plans broken down into annual instalments. Through these
plans, the government achieves the objectives of the Five Year Plans. The
central plan's funding is split almost evenly between government support (from
the budget) and internal and extra budgetary resources of public enterprises.
The government's support to the central plan is called budget support. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Plan expenditure:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"> This is essentially the budget
support to the central plan and the central assistance to state and union
territory plans. Like all budget heads, this is also split into revenue and
capital components. <br />
<br />
Non-plan expenditure: This is largely the revenue expenditure of the
government. The biggest items of expenditure are interest payments, subsidies,
salaries, defence and pension. The capital component of the non-plan expenditure
is relatively small with the largest allocation going to defence. Defence
expenditure is non-plan expenditure. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-size: large;"><span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif";">Fiscal Deficit: </span></b></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
When the government's non-borrowed receipts fall short of its entire
expenditure, it has to borrow money from the public to meet the shortfall. The
excess of total expenditure over total non-borrowed receipts is called the
fiscal deficit. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Primary deficit: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
The revenue expenditure includes interest payments on government's earlier
borrowings. The primary deficit is the fiscal deficit less interest payments. A
shrinking primary deficit indicates progress towards fiscal health. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">FRBM Act: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Enacted in 2003, Fiscal Responsibility and Budget Management Act require the
elimination of revenue deficit by 2008-09. Hence, from 2008-09, the government
will have to meet all its revenue expenditure from its revenue receipts. Any
borrowing would only be to meet capital expenditure. The Act mandates a 3%
limit on the fiscal deficit after 2008-09. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-size: large;"><span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif";">Value-Added Tax (VAT) and GST: </span></b></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
VAT helps avoid cascading of taxes as a product passes through different stages
of production/value addition. The tax is based on the difference between the
value of the output and inputs used to produce it. The aim is to tax a firm
only for the value added by it to the inputs it is using for manufacturing its
output and not the entire input cost. VAT brings in transparency to commodity
taxation. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">CESS: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="color: #3d85c6;"><br />
</span><br />
This is an additional levy on the basic tax liability. Governments resort to
cess for meeting specific expenditure. For instance, both corporate and individual
income is at present subject to an education cess of 2% to finance secondary
and higher education. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">EXPORT DUTY: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
This is a tax levied on exports. In most instances, the object is not revenue ,
but to discourage exports of certain items. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">FINANCE BILL: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
The proposals of government for levy of new taxes, modification of the existing
tax structure or continuance of the existing tax structure beyond the period
approved by Parliament are submitted to Parliament through this bill. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif";">FINANCIAL INCLUSION: </span></b></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Financial inclusion is universalising access to basic financial services (to
have a bank account , timely and adequate credit) at an affordable cost. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">MINIMUM ALTERNATE TAX (MAT): </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
This tax on corporate profits was introduced in 1996-97 and has been modified
since. If the tax payable by a company is less than 10% of its book profits,
after availing of all eligible deductions , then 10% of book profits is the
minimum tax payable. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<br />
<br />
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">PASS-THROUGH STATUS: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
A pass-through status helps avoid double taxation. Mutual funds, for instance ,
enjoy pass-through status. The income earned by the funds is tax free. Since
mutual funds' income is distributed to unitholders, who are in turn taxed on
their income from such investments , any taxation of mutual funds would amount
to double taxation.<b style="mso-bidi-font-weight: normal;"> </b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">SUBVENTION: </span></b></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">It refers to a grant of money in aid
or support, mostly by the government. In the Indian context, for instance, the
government sometimes asks institutions to provide loans to farmers at below
market rates. The loss is usually made good through subventions. </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 12.0pt;">
<span style="color: #3d85c6;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">SURCHARGE: </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
As the name suggests, this is an additional charge or tax. A surcharge of 10%
on a tax rate of 30% effectively raises the combined tax burden to 33%. In the
case of individuals earning a taxable salary of more than Rs 10 lakh a
surcharge of 10% is levied on income in excess of Rs 10 lakh. Corporate income
is levied a flat surcharge of 10% in the case of domestic companies and 2.5%
for foreign companies. Companies with revenue less than Rs 1 crore do not
have .. </span></div>
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<span style="font-size: large;"><span style="font-family: "Arial","sans-serif";">Read more at:<br />
<a href="http://economictimes.indiatimes.com/articleshow/18515168.cms?curpg=5&utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst"><span style="color: blue;">http://economictimes.indiatimes.com/articleshow/18515168.cms?curpg=5&utm_source=contentofinterest&utm_medium=text&utm_campaign=cppst</span></a></span></span></h2>
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S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874999999999989 76.9524999999999868.2362325 76.629776499999991 8.738767499999998 77.275223499999981tag:blogger.com,1999:blog-530121479064232313.post-88181379350108506252014-06-22T13:40:00.001+05:302014-08-10T21:55:24.550+05:30Prolonged crisis in Iraq may push current account deficit to 2.3 per cent: SBI report- WHAT IS CURRENT ACCOUNT DEFICIT?<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
If the <b>ongoing crisis in Iraq continues for some more time,</b> the country's <b>current account deficit for this year may widen to 2.3 per cent of GDP</b> due to<b> rise in oil prices,</b> says a report by SBI Research.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjADhmznBKtDlLrJUUMCg1mqDymt183CMFLM0W6fl4DM7GwR7JbQ4sj1tMqYzYpCujeCX6k-i-_gelyWQPJzSLhsAF2ikh2u_YdgXxcr0grj0lwyGFRGZHP_dJ0XTn5JuG4N5da71oELwA/s1600/7_51139.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjADhmznBKtDlLrJUUMCg1mqDymt183CMFLM0W6fl4DM7GwR7JbQ4sj1tMqYzYpCujeCX6k-i-_gelyWQPJzSLhsAF2ikh2u_YdgXxcr0grj0lwyGFRGZHP_dJ0XTn5JuG4N5da71oELwA/s1600/7_51139.JPG" height="456" width="640" /></a></div>
<span style="color: #3d85c6;"><br /></span>
<h3 style="text-align: left;">
<span style="color: #3d85c6;">
WHAT IS A CURRENT ACCOUNT DEFICIT? </span></h3>
<br />
A <b>measurement of a country’s trade</b> in which the <b>value of goods and
services it imports exceeds the value of goods and services it exports.</b>
The current account <b>also includes net income, such as interest and
dividends, as well as transfers, such as foreign aid,</b> though these
components tend to make up a smaller percentage of the current account
than exports and imports.<br />
<br />
A <b>country can reduce its current account deficit by increasing the value
of its exports relative to the value of imports.</b> It can <b>place
restrictions on imports, such as tariffs or quotas,</b> or it can <b>emphasize
policies that promote exports,</b> such as import substitution
industrialization or <b>policies that improve domestic companies' global
competitiveness.</b> The country can also <b>use monetary policy to improve the
domestic currency’s valuation relative to other currencies through
devaluation,</b> since this <b>makes a country’s exports less expensive.</b><br />
<br />
<div style="text-align: left;">
<b>Having </b>a <b>current account deficit is not inherently bad.</b> <b>If a country
uses external debt to finance investments that have a higher return than
the interest rate on the debt, it can remain solvent while running a
current account deficit.</b> If a country is unlikely to cover current debt
levels with future revenue streams, it may become insolvent.</div>
<h4 style="text-align: left;">
<span style="color: #3d85c6;">MEANINGS:</span></h4>
<h4 style="text-align: left;">
<span style="color: #3d85c6;">Devaluation:</span></h4>
<b>Devaluation</b> in modern monetary policy is a <b>reduction in the value of a currency
with respect to those goods, services or other monetary units with
which that currency can be exchanged.</b> ‘Devaluation’ means <b>official
lowering of the value of a country's currency within a fixed exchange
rate system,</b> by which the monetary authority formally sets a new fixed
rate with respect to a foreign reference currency.<br />
<br />
In contrast, <b><i>depreciation</i> is used to describe a decrease in a currency's value (relative to other major currency benchmarks) due to <i>market forces</i>,</b> not government or central bank policy actions.<br />
<br />
<h4 style="text-align: left;">
<span style="color: #3d85c6;">Solvent and Insolvent:</span></h4>
<div style="text-align: left;">
<b>Solvent</b> means <b>capable of meeting financial obligations.</b><br />
<br />
<b>Insolvent</b> means<b> <span id="hotword"> <span class="hwc" id="hotword" name="hotword">unable</span> <span class="hwc" id="hotword" name="hotword">to</span> <span class="hwc" id="hotword" name="hotword">satisfy</span> <span class="hwc" id="hotword" name="hotword">creditors</span> <span class="hwc" id="hotword" name="hotword">or</span> <span class="hwc" id="hotword" name="hotword">discharge</span> <span class="hwc" id="hotword" name="hotword">liabilities,</span> <span class="hwc" id="hotword" name="hotword">either</span> <span class="hwc" id="hotword" name="hotword">because</span> <span class="hwc" id="hotword" name="hotword">liabilities</span> <span class="hwc" id="hotword" name="hotword">exceed</span> <span class="hwc" id="hotword" name="hotword">assets</span> <span class="hwc" id="hotword" name="hotword">or</span> <span class="hwc" id="hotword" name="hotword">because</span> <span class="hwc" id="hotword" name="hotword">of</span> <span class="hwc" id="hotword" name="hotword">inability</span> <span class="hwc" id="hotword" name="hotword">to</span> <span class="hwc" id="hotword" name="hotword">pay</span> <span class="hwc" id="hotword" name="hotword">debts</span> <span class="hwc" id="hotword" name="hotword">as</span> <span class="hwc" id="hotword" name="hotword">they</span> </span>mature</b><span id="hotword"><br /></span></div>
<h3 style="text-align: left;">
<span id="hotword">VISIT: <a href="http://articles.economictimes.indiatimes.com/2014-06-20/news/50739288_1_oil-price-oil-demand-current-account-deficit">http://articles.economictimes.indiatimes.com/2014-06-20/news/50739288_1_oil-price-oil-demand-current-account-deficit</a></span></h3>
<h3>
<span id="hotword"> </span></h3>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-44658839787383456462014-06-22T13:12:00.005+05:302014-08-10T21:54:49.246+05:30Vodafone tax dispute: Former Chief Justice of India RC Lahoti named arbitrator- WHAT IS VODAFONE TAX DISPUTE?<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<img src="http://rupabose.files.wordpress.com/2010/10/vodafone-vs-indian-tax-sm.png" height="356" width="640" /><br />
<br />
<b>Former Chief Justice of India</b> <b>RC Lahoti</b> has been <b>appointed as arbitrator in the high-profile tax dispute with the British telecom operator Vodafone</b>
amid increasing expectation that the new Narendra Modi-led government
may scrap the controversial retrospective amendment that led to the
tussle.<br />
<br />
<h3 style="text-align: left;">
<span style="color: #3d85c6;">WHAT IS VODAFONE TAX DISPUTE?</span></h3>
<div style="text-align: left;">
</div>
<ul style="text-align: left;">
<li><b><i>British Telecom major Vodafone was slapped with an income tax
demand notice of Rs.11,200 crore on its 2007 acquisition of Hong Kong
based Hutchinson Whampoa's stake in </i></b>its <b><i>Indian telecom business.</i></b></li>
</ul>
<ul style="text-align: left;">
<li>Later the <b><i>Supreme Court judgement ruled in favor of the company.</i></b></li>
</ul>
<ul style="text-align: left;">
<li><b><i>Later</i></b> the <b><i>then Finance Minister Pranab Mukherjee
amending the Income Tax act, 1961, with retrospective effect to undo
the Supreme Court judgement</i></b> that had ruled in favor of the company.</li>
</ul>
<div>
</div>
<div>
The <b><i>Indian Government is working towards a solution based on the recommendations of the Shome Panel, </i></b>which suggested that,</div>
<div>
</div>
<b><i>either </i></b>the <b><i>government should withdraw the retrospective tax amendment</i></b> or <b><i>waive the penalty in case it had to recover the taxes.</i></b><br />
<br />
<h4 style="text-align: left;">
VISIT: <a href="http://articles.economictimes.indiatimes.com/2014-06-18/news/50679197_1_tax-dispute-india-netherlands-third-arbitrator">http://articles.economictimes.indiatimes.com/2014-06-18/news/50679197_1_tax-dispute-india-netherlands-third-arbitrator</a></h4>
<div style="text-align: left;">
</div>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-24932798810437678402014-06-22T13:04:00.001+05:302014-08-10T21:54:31.107+05:30Features of CTS-2010 Standard Cheque(CTS- Cheque Truncation System)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; padding: 4px; position: relative; text-align: center;"><tbody>
<tr><td><a href="http://4.bp.blogspot.com/-zRm7RS-E4Sk/UMEywEDHGkI/AAAAAAAAD_0/CI1vScAiCpc/s1600/sbi_cts_features.jpg" style="color: #7d181e; margin-left: auto; margin-right: auto; text-decoration: initial;"><img border="0" src="http://4.bp.blogspot.com/-zRm7RS-E4Sk/UMEywEDHGkI/AAAAAAAAD_0/CI1vScAiCpc/s640/sbi_cts_features.jpg" height="288" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; background-color: white; background-position: initial initial; background-repeat: initial initial; border-bottom-left-radius: 5px; border-bottom-right-radius: 5px; border-top-left-radius: 5px; border-top-right-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px; position: relative;" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 16px;">Features of CTS-2010 Standard Cheque</td></tr>
</tbody></table>
<br />
<h3 style="text-align: left;">
</h3>
<ol style="text-align: left;">
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
Branch address with IFSC code printed top of the cheque.</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
Date in dd/mm/yyyy format with boxs.</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
Printers name with CTS-2010 in left side of cheque.</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
A pantograph which shows VOID/COPY while taking photocopy of the cheque below the account number.</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
New rupee symbol instead of bilingual format.</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
"Please sign above" is mentioned on bottom right of the cheque</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
Watermark "CTS INDIA" to be visible cheque is held against any light.</h2>
</li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><h2>
Ultra Violet logo of Bank printed at upper left corner of cheque to be visible in UV lamps.</h2>
</li>
</ol>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="background-color: #fefdfa; color: #333333; font-family: Copse; font-size: 20px; line-height: 28px; margin-left: auto; margin-right: auto; padding: 4px; position: relative; text-align: center;"><tbody>
<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhU9WjeuvylvynpT-E0gn8aXkbLwEWEjaOSixf9j_9V_67IEFLFTER21H76CtMit63pC6Hv4WQcRkYUYIJpAgpmpW8NAqY2vJOF1b7TpnsZYx5IsK7EwsAFv2LIRMSq4NzK4tYDa49iHM/s1600/sbi1.jpg" style="color: #7d181e; margin-left: auto; margin-right: auto; text-decoration: initial;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhU9WjeuvylvynpT-E0gn8aXkbLwEWEjaOSixf9j_9V_67IEFLFTER21H76CtMit63pC6Hv4WQcRkYUYIJpAgpmpW8NAqY2vJOF1b7TpnsZYx5IsK7EwsAFv2LIRMSq4NzK4tYDa49iHM/s640/sbi1.jpg" height="289" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; background-color: white; background-position: initial initial; background-repeat: initial initial; border-bottom-left-radius: 5px; border-bottom-right-radius: 5px; border-top-left-radius: 5px; border-top-right-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px; position: relative;" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 16px;">Old cheque of State Bank of India (SBI)</td></tr>
</tbody></table>
<br />
Seeking to discourage usage of cheques an RBI paper suggested that,<br />
<br />
<br />
<ul style="text-align: left;">
<li>Banks should charge cash withdrawal and deposits through cheques.<br /><br />In
order to avoid increased dependence or slip page to cash based
transactions, high cash withdrawals and deposits of cash by individuals
may also be charged.</li>
</ul>
<br />
<ul style="text-align: left;">
<li>Government agencies should do away with convenience charges for online payment of utility bills.</li>
</ul>
This was issued in a discussion paper floated by RBI on "Disincentivising issuance and usage of cheques"</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com17Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-32752847653135325592014-06-18T17:13:00.001+05:302014-08-10T21:51:48.410+05:30ENGLISH TEST SERIES KEY<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h2 style="text-align: left;">
<span style="color: #3d85c6;">ANSWER KEY</span></h2>
<h3 style="text-align: left;">
<span style="color: orange;"><b>ENGLISH TEST SERIES 1-</b></span></h3>
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
table.MsoTableLightShadingAccent1
{mso-style-name:"Light Shading - Accent 1";
mso-tstyle-rowband-size:1;
mso-tstyle-colband-size:1;
mso-style-priority:60;
mso-style-unhide:no;
border-top:solid #4F81BD 1.0pt;
mso-border-top-themecolor:accent1;
border-left:none;
border-bottom:solid #4F81BD 1.0pt;
mso-border-bottom-themecolor:accent1;
border-right:none;
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
color:#365F91;
mso-themecolor:accent1;
mso-themeshade:191;}
table.MsoTableLightShadingAccent1FirstRow
{mso-style-name:"Light Shading - Accent 1";
mso-table-condition:first-row;
mso-style-priority:60;
mso-style-unhide:no;
mso-tstyle-border-top:1.0pt solid #4F81BD;
mso-tstyle-border-top-themecolor:accent1;
mso-tstyle-border-left:cell-none;
mso-tstyle-border-bottom:1.0pt solid #4F81BD;
mso-tstyle-border-bottom-themecolor:accent1;
mso-tstyle-border-right:cell-none;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;
mso-para-margin-top:0in;
mso-para-margin-bottom:0in;
mso-para-margin-bottom:.0001pt;
line-height:normal;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableLightShadingAccent1LastRow
{mso-style-name:"Light Shading - Accent 1";
mso-table-condition:last-row;
mso-style-priority:60;
mso-style-unhide:no;
mso-tstyle-border-top:1.0pt solid #4F81BD;
mso-tstyle-border-top-themecolor:accent1;
mso-tstyle-border-left:cell-none;
mso-tstyle-border-bottom:1.0pt solid #4F81BD;
mso-tstyle-border-bottom-themecolor:accent1;
mso-tstyle-border-right:cell-none;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;
mso-para-margin-top:0in;
mso-para-margin-bottom:0in;
mso-para-margin-bottom:.0001pt;
line-height:normal;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableLightShadingAccent1FirstCol
{mso-style-name:"Light Shading - Accent 1";
mso-table-condition:first-column;
mso-style-priority:60;
mso-style-unhide:no;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableLightShadingAccent1LastCol
{mso-style-name:"Light Shading - Accent 1";
mso-table-condition:last-column;
mso-style-priority:60;
mso-style-unhide:no;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableLightShadingAccent1OddColumn
{mso-style-name:"Light Shading - Accent 1";
mso-table-condition:odd-column;
mso-style-priority:60;
mso-style-unhide:no;
mso-tstyle-shading:#D3DFEE;
mso-tstyle-shading-themecolor:accent1;
mso-tstyle-shading-themetint:63;
mso-tstyle-border-left:cell-none;
mso-tstyle-border-right:cell-none;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;}
table.MsoTableLightShadingAccent1OddRow
{mso-style-name:"Light Shading - Accent 1";
mso-table-condition:odd-row;
mso-style-priority:60;
mso-style-unhide:no;
mso-tstyle-shading:#D3DFEE;
mso-tstyle-shading-themecolor:accent1;
mso-tstyle-shading-themetint:63;
mso-tstyle-border-left:cell-none;
mso-tstyle-border-right:cell-none;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;}
</style>
<![endif]-->
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShadingAccent1" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid #4F81BD 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-top-alt: solid #4F81BD 1.0pt; mso-border-top-themecolor: accent1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;">
<td style="border-bottom: solid #4F81BD 1.0pt; border-left: none; border-right: none; border-top: solid #4F81BD 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-top-themecolor: accent1; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">1</span></b></div>
</td>
<td style="border-bottom: solid #4F81BD 1.0pt; border-left: none; border-right: none; border-top: solid #4F81BD 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-top-themecolor: accent1; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">b</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">2</span></b></div>
</td>
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">c</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">3</span></b></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">c</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">4</span></b></div>
</td>
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">d</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">5</span></b></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">a</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">6</span></b></div>
</td>
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">a</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">7</span></b></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">b</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">8</span></b></div>
</td>
<td style="background: #D3DFEE; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">c</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">9</span></b></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">c</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #D3DFEE; border-bottom: solid #4F81BD 1.0pt; border: none; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; padding: 0in 5.4pt 0in 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: #365f91; mso-themecolor: accent1; mso-themeshade: 191;">10</span></b></div>
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</tr>
<tr style="mso-yfti-irow: 2;">
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<b><span style="color: #365f91; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">few</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="color: #365f91; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">few</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="color: #365f91; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">little</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com0Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-88456493594758487332014-06-16T12:23:00.000+05:302014-06-16T13:05:16.203+05:30India should gradually reduce fiscal deficit: IMF- WHAT IS FISCAL DEFICIT?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEistqK_YG-5E8kCHoR5lgJBXFA7LbDt9oCrocOgb7b4ijm3WV7eJMf-UPWgrSyeFXYM_sC5z8u4Pwgg-ek2dDNOzJqS4HmDDK-rmvaFt5N1OA19ADi8q3WrF5Mo4ZVY5pQvNkMoDZvkQoI/s1600/xbl19raj2_jpg_481777f.jpg.pagespeed.ic.v5g6f5wrmh.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEistqK_YG-5E8kCHoR5lgJBXFA7LbDt9oCrocOgb7b4ijm3WV7eJMf-UPWgrSyeFXYM_sC5z8u4Pwgg-ek2dDNOzJqS4HmDDK-rmvaFt5N1OA19ADi8q3WrF5Mo4ZVY5pQvNkMoDZvkQoI/s1600/xbl19raj2_jpg_481777f.jpg.pagespeed.ic.v5g6f5wrmh.jpg" height="484" width="640" /></a></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;">Every year, the Government puts out a plan for it's income and expenditure for the coming year. This is, of course, the<b> annual Union Budget.</b></span></span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>"A budget </b> is said to <b>have a fiscal deficit when the Government's expenditure exceeds it's income."</b> </span></span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;">When this happens, the <b> Government needs additional funds.</b> The Government can <b>arrange these funds by borrowing.</b> The Government can borrow <b>either from </b></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>the</b></span></span> </b></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>citizens</b> themselves <b>or </b></span></span></b></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>from</b> other <b>countries </b></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>or organizations </b></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>like the World Bank or the</b></span></span> </b></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>IMF.</b> </span></span></b>The <b>money borrowed by a nation's Government</b> is called <b>public debt.</b> As on any other debt, the <b>Government promises to pay a certain rate of interest.</b></span></span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>To pay this interest</b> in the future, the <b>Government</b></span><b> <span style="font-size: large;">has three options:</span></b></span><br />
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<li><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>increase the amount of taxes</b> collected by increasing the <b>tax rates;</b><br /> </span></span></li>
<li><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>help stimulate economic growth</b> so that <b> tax collection automatically increases </b>with it; or</span><span style="font-size: large;"> </span></span></li>
<li><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>print new currency notes </b> to pay back the debt – also called <b>debt monetization.</b></span><b><span style="font-size: large;"> </span></b></span></li>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;">The <b>first option</b> is <b>not desirable.</b> That leaves the second and third options. While the <b>second option </b></span><b><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">sounds like</span></span> </span></span></b></span><b><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">the best</span></span> </span></span><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">one</span>, it </span></span></span><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">is easier </span></span></span> </span><span style="font-size: large;"><span style="font-size: large;">than </span></span></b><span style="font-size: large;"><b><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">said </span></span></span> done.</b> </span><span style="font-size: large;"> <b>The third option is dangerous and
</b></span><b><span style="font-size: large;"><span style="font-size: large;">can </span>act </span></b><span style="font-size: large;"><span style="font-size: large;"><b>like an unfair and invisible tax on the people</b> of a </span>country. The <b>effect of debt monetization is inflation,</b> which </span><span style="font-size: large;"><span style="font-size: large;">acts </span> like an invisible tax on all the people of a country. </span><span style="font-size: large;"> </span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>Fiscal deficit</b> is <b>not necessarily a bad </b></span><span style="font-size: large;"><span style="font-size: large;"><b>thing.</b> However, </span></span><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">a </span></span></span> </span></span><span style="font-size: large;"><span style="font-size: large;">l<b>arge</b></span><b> and persistent fiscal deficit</b> can be </span><span style="font-size: large;"><span style="font-size: large;">an <b>indication </b></span></span><b><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">of </span></span>several worrying signs in the economy. </span><span style="font-size: large;"> </span></b></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;">It can <b>mean </b> that the <b>Government is spending money on </b></span><b><span style="font-size: large;"><span style="font-size: large;">unproductive programmes which </span></span></b><span style="font-size: large;"><b><span style="font-size: large;">do not</span> increase economic productivity.</b> It can <b>also mean </b> that the <b>tax collection </b></span><b><span style="font-size: large;"><span style="font-size: large;">machinery is not </span></span></b><span style="font-size: large;"><span style="font-size: large;"><b>effective</b> so</span> that a significant proportion of </span><span style="font-size: large;"><span style="font-size: large;">people get away </span></span><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">without </span></span>paying their due taxes. </span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="font-size: large;">In any case, </span><span style="font-size: large;"><span style="font-size: large;">a <b>large fiscal deficit significantly </b></span></span><b><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">increases </span> </span>the chances of </span></b><span style="font-size: large;"><span style="font-size: large;"><b>inflation in the economy</b> </span> </span><span style="font-size: large;"><span style="font-size: large;">which is an</span> invisible tax on every citizen. In </span><span style="font-size: large;"><span style="font-size: large;">milder forms, </span></span><b><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">high </span></span></span>inflation </span></span></span></b></span></span><b><span style="font-size: large;">and a large fiscal deficit lead to</span> <span style="font-size: large;">a </span><span style="font-size: large;">weaker </span><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">national </span></span></span><span style="font-size: large;">currency (imports become expensive) and reduce the creditworthiness of the country.</span></b></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="font-size: large;">VISIT: </span></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><a href="http://www.governindia.org/resources/Fiscal%20Deficit.pdf">http://www.governindia.org/resources/Fiscal%20Deficit.pdf </a></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><a href="http://www.thehindu.com/business/Economy/india-should-gradually-reduce-fiscal-deficit-imf-official/article6104935.ece">http://www.thehindu.com/business/Economy/india-should-gradually-reduce-fiscal-deficit-imf-official/article6104935.ece </a></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="font-size: large;"> </span> </span></span><br />
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S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com2Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-9143174912700234492014-06-13T13:34:00.001+05:302014-08-10T21:51:08.674+05:30RBI to come out with Payment Bank soon- WHAT IS A PAYMENT BANK?<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="color: #3d85c6;">WHAT IS A PAYMENT BANK?</span></h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxcrz4G3uqoA-kdulABoFHU9zC03gnoK15r4OT9dgUADeIwyvuvxmj5dszVDlgvqzJ-pGFbjH8BC2TEctJhc4zLA3uTp8vrx1cfBmXDrYy2_CXVVe2NO-vNoPVDXP1DQ2bbJHbfhqDmUc/s1600/NachiketMor.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxcrz4G3uqoA-kdulABoFHU9zC03gnoK15r4OT9dgUADeIwyvuvxmj5dszVDlgvqzJ-pGFbjH8BC2TEctJhc4zLA3uTp8vrx1cfBmXDrYy2_CXVVe2NO-vNoPVDXP1DQ2bbJHbfhqDmUc/s1600/NachiketMor.jpg" height="225" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><b>Shri. Nachiket Mor, Head of the Panel on Financial Inclusion of Small Businesses and Low-Income Households.</b></span></td></tr>
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<div style="text-align: left;">
<span style="font-family: Verdana,sans-serif; font-size: large;">A <b>Reserve Bank of India (RBI) panel</b> on <b>Financial Inclusion of small businesses and low-income households</b> in India headed by <b><span class="person">Shri. Nachiket Mor</span></b>, has <b>recommended</b> that a
special category of banks, called <b>Payments Banks</b>, be set up <b>to widen the
spread of payment services and deposit products</b> to small businesses and
low-income households in Asia’s third-largest economy, where about 40%
of the population still do not have access to formal financial services.<br /><br />A <b>Payment Bank will provide deposit and payment services but can't lend.</b> Such banks will have a <b>minimum entry capital requirement of <span class="WebRupee">Rs.</span>100 crore</b>, one-fifth of what a full-service bank requires, since <b>they will have a near-zero risk of default.</b> Payments banks will be required to comply with all RBI guidelines relevant for commercial banks.<b> Existing banks</b> should be <b>permitted to create a payments bank as a subsidiary.</b></span><br />
<span style="font-family: Verdana,sans-serif; font-size: large;"><b><br /></b>Visit:</span><br />
<br />
<span style="font-family: Verdana,sans-serif; font-size: large;"><a href="http://www.thehindu.com/business/rbi-sets-rs100-cr-floor-capital-for-payments-small-banks/article6221623.ece">http://www.thehindu.com/business/rbi-sets-rs100-cr-floor-capital-for-payments-small-banks/article6221623.ece </a></span><br />
<br />
<br />
<span style="font-family: Verdana,sans-serif; font-size: large;"> <a href="http://www.thehindu.com/business/Economy/rbi-to-come-out-with-payment-bank-soon/article6108258.ece">http://www.thehindu.com/business/Economy/rbi-to-come-out-with-payment-bank-soon/article6108258.ece</a><b><br /></b></span></div>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com0Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-76469458575532257282014-05-12T16:22:00.001+05:302014-08-10T21:50:49.463+05:30SOME USEFUL BOOKS MAGAZINES<div dir="ltr" style="text-align: left;" trbidi="on">
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<h2 style="text-align: left;">
<span style="color: #3d85c6;">BOOKS</span></h2>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4prQ_qfTdQSUL7B6yJX4H817KrzuAI_f78dbFvvk1cwvogF4OdZKQldzmQ1yUG4bCi5TGmwSmh0pk5lkBM1YE0bWQGZi7yXdQgNOVsglfbFYadOcu06DKqlV4uVxAr9g6QKdQ5VbmA2E/s1600/a-modern-approach-to-verbal-reasoning-400x400-imadjyu4dfgyuvm9.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4prQ_qfTdQSUL7B6yJX4H817KrzuAI_f78dbFvvk1cwvogF4OdZKQldzmQ1yUG4bCi5TGmwSmh0pk5lkBM1YE0bWQGZi7yXdQgNOVsglfbFYadOcu06DKqlV4uVxAr9g6QKdQ5VbmA2E/s1600/a-modern-approach-to-verbal-reasoning-400x400-imadjyu4dfgyuvm9.jpeg" height="400" width="280" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/modern-approach-verbal-reasoning-2nd/p/itmdytg92gkwmzdg?pid=9788121905527&otracker=from-search&srno=t_4&query=r.s+aggarwal&ref=66004d79-2e04-4ba8-977b-45645bbae571">http://www.flipkart.com/modern-approach-verbal-reasoning-2nd/p/itmdytg92gkwmzdg?pid=9788121905527&otracker=from-search&srno=t_4&query=r.s+aggarwal&ref=66004d79-2e04-4ba8-977b-45645bbae571</a></b></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZyv8MPGdbNYuQ8M-3FXNfuLbrnpbxZ45Avja2T1SM_ZXLUdpGvz-uvOjsPG6105wa_JNHP2thLexMUgmLcrhFCtrejzYJph6RGV3DZ6sCr8vWXDkvQaibN1KXJySoVYolcw8UrLpcpC0/s1600/a-modern-approach-to-logical-reasoning-400x400-imadkegyggaggzgy.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZyv8MPGdbNYuQ8M-3FXNfuLbrnpbxZ45Avja2T1SM_ZXLUdpGvz-uvOjsPG6105wa_JNHP2thLexMUgmLcrhFCtrejzYJph6RGV3DZ6sCr8vWXDkvQaibN1KXJySoVYolcw8UrLpcpC0/s1600/a-modern-approach-to-logical-reasoning-400x400-imadkegyggaggzgy.jpeg" height="400" width="283" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/modern-approach-logical-reasoning-aggarwal-r-s-author-english-s-chand-publishing-paperback-edition-1st-1st/p/itmdytg9hf5bzwff?pid=9788121919050&otracker=from-search&srno=t_1&query=r.s+aggarwal&ref=66004d79-2e04-4ba8-977b-45645bbae571">http://www.flipkart.com/modern-approach-logical-reasoning-aggarwal-r-s-author-english-s-chand-publishing-paperback-edition-1st-1st/p/itmdytg9hf5bzwff?pid=9788121919050&otracker=from-search&srno=t_1&query=r.s+aggarwal&ref=66004d79-2e04-4ba8-977b-45645bbae571</a></b></span></td></tr>
</tbody></table>
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<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzyocgvlJK_2rGRQy-9PePY0B54dpbrWgr7Q-LLIcRH1CR4Mc94e5txEnaSb7S_HK-tpQ6eJNhU4753-cboKxkZXwtTgzdlZ1P2cAcwSN1_JaFLXgYKdzQ5yXTXcgwKo_roJuaXrY43QE/s1600/quantitative-aptitude-400x400-imadahhdmrzzjtsa.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzyocgvlJK_2rGRQy-9PePY0B54dpbrWgr7Q-LLIcRH1CR4Mc94e5txEnaSb7S_HK-tpQ6eJNhU4753-cboKxkZXwtTgzdlZ1P2cAcwSN1_JaFLXgYKdzQ5yXTXcgwKo_roJuaXrY43QE/s1600/quantitative-aptitude-400x400-imadahhdmrzzjtsa.jpeg" height="400" width="270" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/quantitative-aptitude-competitive-examinations-24th/p/itmdytga2sgpggmg?pid=9788121924986&otracker=from-search&srno=t_1&query=r.s+aggarwal+aptitude+book&ref=a5b9f81c-cdae-4a9b-bee1-dce3c2b0788a">http://www.flipkart.com/quantitative-aptitude-competitive-examinations-24th/p/itmdytga2sgpggmg?pid=9788121924986&otracker=from-search&srno=t_1&query=r.s+aggarwal+aptitude+book&ref=a5b9f81c-cdae-4a9b-bee1-dce3c2b0788a</a></b></span></td></tr>
</tbody></table>
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<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSxIYaC0kEEedjnMev_eM0JVYvgrPc9szWp5EN3V47d36jwlv-PWB3VPZ-CqBJWXjUHRudfQvsiH5lIcmaKT6ymwTq-pdkXhRrKfXrhhbFXjMP4vJseHR6Zk0qASuLb2NNAlC5gpZsF1I/s1600/previous-papers-ibps-common-written-exams-for-bank-po-mt-with-400x400-imadsx5juz8ugnes.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSxIYaC0kEEedjnMev_eM0JVYvgrPc9szWp5EN3V47d36jwlv-PWB3VPZ-CqBJWXjUHRudfQvsiH5lIcmaKT6ymwTq-pdkXhRrKfXrhhbFXjMP4vJseHR6Zk0qASuLb2NNAlC5gpZsF1I/s1600/previous-papers-ibps-common-written-exams-for-bank-po-mt-with-400x400-imadsx5juz8ugnes.jpeg" height="400" width="291" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/previous-papers-ibps-common-written-exams-bank-po-mt-detailed-solutions/p/itmdyv7d8qatwrdj?pid=9788190458986&otracker=from-search&srno=t_8&query=IBPS&ref=b2d9da78-06f1-4203-9e54-4e1ba245fc8e">http://www.flipkart.com/previous-papers-ibps-common-written-exams-bank-po-mt-detailed-solutions/p/itmdyv7d8qatwrdj?pid=9788190458986&otracker=from-search&srno=t_8&query=IBPS&ref=b2d9da78-06f1-4203-9e54-4e1ba245fc8e</a></b></span></td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjatPIVBm1kr-ZA3sNDbuKFakedH786ItYQkB6HQxtwMYMgA_MpCM6KrOjl481pM02kRTHwKE-wDFNY4ZE8MsYujQTdW8Hkk4OuqmcVbjDbl0udLzPLlUUqtSrLfDlyAJoki2xDSSSLLpg/s1600/objective-computer-knowledge-literacy-400x400-imadday6jpdgekpv.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjatPIVBm1kr-ZA3sNDbuKFakedH786ItYQkB6HQxtwMYMgA_MpCM6KrOjl481pM02kRTHwKE-wDFNY4ZE8MsYujQTdW8Hkk4OuqmcVbjDbl0udLzPLlUUqtSrLfDlyAJoki2xDSSSLLpg/s1600/objective-computer-knowledge-literacy-400x400-imadday6jpdgekpv.jpeg" height="400" width="282" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/objective-computer-knowledge-literacy-2350-questions/p/itmdz4yzh84jzsq8?pid=RBKDYZTNCADVKBBQ&otracker=latest-item">http://www.flipkart.com/objective-computer-knowledge-literacy-2350-questions/p/itmdz4yzh84jzsq8?pid=RBKDYZTNCADVKBBQ&otracker=latest-item</a></b></span></td></tr>
</tbody></table>
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<span style="color: #0b5394;"><br /></span>
<br />
<h2 style="text-align: left;">
<span style="color: #3d85c6;">MAGAZINES</span></h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzNj-f67wmqLF0LEeFsDhZXGSBzvdLNpixaQ_2VHCcA4p2Gz3g8FO4z_wVItP7vqpAVmwGxPMWD6c_V5boY4VVTrPd5vikQCYwHJ4LcLPkPTGVIe4AWhJRyJPg667CB2j_8AAYjzN5z8I/s1600/11026_0.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzNj-f67wmqLF0LEeFsDhZXGSBzvdLNpixaQ_2VHCcA4p2Gz3g8FO4z_wVItP7vqpAVmwGxPMWD6c_V5boY4VVTrPd5vikQCYwHJ4LcLPkPTGVIe4AWhJRyJPg667CB2j_8AAYjzN5z8I/s1600/11026_0.jpg" height="400" width="285" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.bscacademy.com/CurrentIssueOfYear.aspx">http://www.bscacademy.com/CurrentIssueOfYear.aspx</a></b></span></td></tr>
</tbody></table>
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<h2 itemprop="name" style="text-align: left;">
<span style="color: #3d85c6;">JAIIB- Junior Associate of the Indian Institute of Bankers</span></h2>
<h2 itemprop="name" style="text-align: left;">
<span style="color: #0b5394;"> </span></h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU697PEFfx_bLXZ0aF7YNOFzI1xUapSIN8l91q0DaOLmm4MpkzSRY-Y7fWyNBQNvx54LSPLx9k98LPRgrA7oQot_jLpPSS8pnJEbw7y2t2EzE0K4Pc0HpSD0kqF_zG7ad5phkdLHmVViY/s1600/principles-practices-of-banking-400x400-imadapvzrhtmyrgr.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU697PEFfx_bLXZ0aF7YNOFzI1xUapSIN8l91q0DaOLmm4MpkzSRY-Y7fWyNBQNvx54LSPLx9k98LPRgrA7oQot_jLpPSS8pnJEbw7y2t2EzE0K4Pc0HpSD0kqF_zG7ad5phkdLHmVViY/s1600/principles-practices-of-banking-400x400-imadapvzrhtmyrgr.jpeg" height="400" width="302" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/jaiib-principles-practices-banking-english-2ndreprint/p/itmczyxuszajfpcg?pid=9780230636118&otracker=from-search&srno=t_1&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024">http://www.flipkart.com/jaiib-principles-practices-banking-english-2ndreprint/p/itmczyxuszajfpcg?pid=9780230636118&otracker=from-search&srno=t_1&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024</a></b></span></td></tr>
</tbody></table>
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<div class="separator" style="clear: both; text-align: center;">
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<h2 itemprop="name" style="text-align: left;">
<span style="color: #0b5394;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY93jafcqMeX5o6nC4z2_qZ2Ivyer5rDKMvzT7czNU_UN4MJH1Yj-Oetb2PwxLDTS_R4NjMDX8czeTyudOXgY6rdtkX2h-wV3rtdHbfPAKZWG_8TiWfrz2GgE2Zk2MUprkjiqwZJufB8U/s1600/accounting-finance-for-bankers-400x400-imad6q88a6xtuggz.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY93jafcqMeX5o6nC4z2_qZ2Ivyer5rDKMvzT7czNU_UN4MJH1Yj-Oetb2PwxLDTS_R4NjMDX8czeTyudOXgY6rdtkX2h-wV3rtdHbfPAKZWG_8TiWfrz2GgE2Zk2MUprkjiqwZJufB8U/s1600/accounting-finance-for-bankers-400x400-imad6q88a6xtuggz.jpeg" height="400" width="301" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/jaiib-accounting-amp-finance-bankers-english-2nd/p/itmczyxutkhftjyq?pid=9780230636125&otracker=from-search&srno=t_2&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024">http://www.flipkart.com/jaiib-accounting-amp-finance-bankers-english-2nd/p/itmczyxutkhftjyq?pid=9780230636125&otracker=from-search&srno=t_2&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024</a></b></span></td></tr>
</tbody></table>
</span></h2>
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<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWUTBbZqJgSmMahLWKYvk7d9_v_bLxfc0UcsUczTwtFn90I_RMmG-Mj1S3D6QGSJZsEulr-cyq5vNzYajVJP7bHCpaPs4Ulc0MkbonXssrg5GUbBbr5mtgCGcICud_RzxPwtNdzoQZsBs/s1600/legal-regulatory-aspects-of-banking-400x400-imadgdehkzbb9ccg.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWUTBbZqJgSmMahLWKYvk7d9_v_bLxfc0UcsUczTwtFn90I_RMmG-Mj1S3D6QGSJZsEulr-cyq5vNzYajVJP7bHCpaPs4Ulc0MkbonXssrg5GUbBbr5mtgCGcICud_RzxPwtNdzoQZsBs/s1600/legal-regulatory-aspects-of-banking-400x400-imadgdehkzbb9ccg.jpeg" height="400" width="302" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/jaiib-legal-amp-regulatory-aspects-banking-english-2ndreprint/p/itmczyxueayfaggg?pid=9780230636101&otracker=from-search&srno=t_3&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024">http://www.flipkart.com/jaiib-legal-amp-regulatory-aspects-banking-english-2ndreprint/p/itmczyxueayfaggg?pid=9780230636101&otracker=from-search&srno=t_3&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024</a></b></span></td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh81SYbJUGbtIAk_-HOPF2ZNGdDY1LQSMfbnjksvCJ2oNR-GxzuR8DgJh7AQVjru4p4X1UQCVAXNf33VNmq-mDfBdff5f4XpLinCAniEvp3asq1kmo_H1mzUM_tRAbJHnL_ltMdCVTpsr4/s1600/j-a-i-i-b-workbook-on-principles-and-practices-of-banking-accounting-and-finance-for-bankers-legal-and-regulatory-aspects-of-banking-400x400-imad8v9eqevdubhq.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh81SYbJUGbtIAk_-HOPF2ZNGdDY1LQSMfbnjksvCJ2oNR-GxzuR8DgJh7AQVjru4p4X1UQCVAXNf33VNmq-mDfBdff5f4XpLinCAniEvp3asq1kmo_H1mzUM_tRAbJHnL_ltMdCVTpsr4/s1600/j-a-i-i-b-workbook-on-principles-and-practices-of-banking-accounting-and-finance-for-bankers-legal-and-regulatory-aspects-of-banking-400x400-imad8v9eqevdubhq.jpeg" height="400" width="288" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><b>VISIT: <a href="http://www.flipkart.com/j-a-i-i-b-d-b-f-workbook-principles-practices-banking-accounting-finance-bankers-legal-regulatory-aspects-banking-english-1st/p/itmdyu3gwkpg72wn?pid=9788171946471&otracker=from-search&srno=t_4&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024">http://www.flipkart.com/j-a-i-i-b-d-b-f-workbook-principles-practices-banking-accounting-finance-bankers-legal-regulatory-aspects-banking-english-1st/p/itmdyu3gwkpg72wn?pid=9788171946471&otracker=from-search&srno=t_4&query=jaib&ref=b75907b2-4a65-4ca9-879a-d1e14b223024</a></b></span></td></tr>
</tbody></table>
<br />
<br />
<h3 style="text-align: left;">
<span style="color: #3d85c6;"><b>Disclaimer: </b>Books suggested in the above list are only opinions of a few candidates who prepared for the exams. <b>We do not act in any way as promoters of these publishers or books.</b> <b>Visitors must exercise their own care and judgement with respect to its use.</b></span>
</h3>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com2Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-67130929071045033172014-05-06T13:59:00.000+05:302014-08-10T21:50:06.898+05:30BE CONFIDENT AND SAY "YES I WILL BECOME A BANKER"<div dir="ltr" style="text-align: left;" trbidi="on">
During our casual talks with those Bank Job Aspirants the thing which came to our notice was that they lack what is being mentioned in the above title. We find that most of the bank aspirants want to be a banker just because their parents wants them to have a go at the bank exam. Or sometimes some of their friends might have enrolled for Bank Coaching, 'so why cant all the the friends go together and just chill out'. What finally happens is those who are serious in their studies get through and the rest of the lot will be addressed by the newcomers as well as by the faculty at the institute as 'Seniors'.There are even instances when the 'Seniors are classified as 2 year senior, 4 year senior and like wise. The question is do you want yourself to be called as a 'Senior'.<br />
<br />
Well we hope the answer is a big No. The first thing you want is the 'Fire' within you, the desire to get a job. It should be you telling the world "YES I WILL BECOME A BANKER" and not your parents telling you that you too can become a banker. For that the first thing one should have is ' a liking for the job and a desire to serve the public at large'. Yes indeed a Banker's job is a service to the society. For that you will definitely see many Eyes that thank you for the job you do even though they know that you are being paid to offer them service.<br />
<br />
By no means is a bank job the easiest in the market if you have such a perception. A bank job is very demanding and hectic as you need to smile at the people you meet without taking into consideration whether the customer was hard at your ears or was soothing as a Melody. You may be forced to work till 8.00 or 9.00 in the evening. Then why is bank job the most wanted profession in India now. One of the main attraction is that every year in India atleat 50,000 'freshers, are being absorbed by the Banks. But do you know how many try their luck in bank exams, over 10,00,000. That is 5% of the Ten lakh 'aspirants' get a bank job or to make it simple only 5 out of 100 people who attend bank exams gets a job. This shows you need to be 'very very special' to become a banker.<br />
<br />
So all you need is to become such a person is pure 'dedication', in what you do in order to be successful in a bank exam. You need to dedicate your energy, your time and most importantly your mind. The mantra is practice, practice and practice. Try to do as many questions 'both which are asked previously and those you can access through various Magazines, before attending a Bank Exam. Other thing is to have excellent rapport with all the people in your institute or locality who have the same 'Goal'. To be competitive in any exam we feel a group of people can do wonders when compared to a single person trying on his own. The advantage is that you can share Resources like book, ideas, and even short-cuts on how to solve a maths problem. Other thing each person can concentrate on a particular area. For instance a person good at English grammar can be asked to share some light on finding grammatical errors. On the general awareness section questions are being asked from Banking and current affairs. So make it a practice to read newspapers every day. The trend seen now is that questions asked in General awareness section happens to be those events which occurred with a span of 3 to 4 months. For that matter Magazines like Banking & you for eg: provide a brief of what had occurred in a months time.<br />
<br />
Other important thing is knowledge of practical banking. You need to know what is happening daily in a bank, what are the type of transactions, which are the type of accounts etc.. etc... You need to also know what you are supposed to 'DO' as a Bank clerk/P.O.<br />
<br />
So we urge you to visit retail bank branches, interact with the people working, and their try to know their duties, responsibilities and also about their career growth. We also would like you to do do various off branch transactions like On-line debit card payment, Internet banking, How to open a bank account, a Fixed deposit etc... these knowledge will definitely help during the coarse of your bank test and Interview as well, as questions like 'what are the different stages in a internet banking transaction' were asked during Interviews.<br />
<br />
So we urge you to go out and make comments on your experiences. We want you to comment on what are the different counters/departments in a Bank Branch, The number of staff, their duties, etc. You can even clarify your doubts regarding Banking, all you need is just ask the question in the comments section and We are here to serve you with all our hearts...<br />
<br /></div>
ANOOP KAPPILhttp://www.blogger.com/profile/04970420859984155162noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-82312061755151941632014-05-04T14:59:00.000+05:302014-05-04T15:04:31.227+05:30Banking Ombudsman Scheme<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<br />
The <b>Banking Ombudsman Scheme</b> <b>enables</b> an <b>expeditious and inexpensive
forum to bank customers for resolution of complaints relating to
certain services rendered by banks.</b> The Banking Ombudsman is a <b>senior official appointed by the Reserve
Bank of India to redress customer complaints </b>against deficiency in
certain banking services. As on date, <b>fifteen Banking Ombudsmen</b> have been appointed with their <b>offices located mostly in state capitals</b>. <b>All Scheduled Commercial Banks, Regional Rural Banks and Scheduled Primary Co-operative Banks are covered under the Scheme. </b><br />
<br />
<b>One can file a complaint before</b> the<b> Banking Ombudsman if </b>the<b> reply is
not received from the bank within a period of one month after the bank
concerned has received one s representation,</b> <b>or</b> the <b>bank rejects the
complaint</b>, <b>or if the complainant is not satisfied with the reply</b> given
by the bank. <b></b><br />
<br />
One can file a complaint with the Banking Ombudsman simply by writing on a plain paper. One can also file it online or by sending an email to the Banking Ombudsman. One may lodge his/ her complaint at the office of the Banking Ombudsman
under whose jurisdiction, the bank branch complained against is
situated. <br />
For complaints relating to credit cards and other types of
services with centralized operations, complaints may be filed before
the Banking Ombudsman within whose territorial jurisdiction the billing
address of the customer is located.<br />
<br />
The <b>Banking Ombudsman does not charge any fee</b> for filing and resolving customers’ complaints. <b>The amount, if any, to be paid by the bank</b> <b>to the complainant </b>by way of
compensation for any loss suffered by the complainant is limited to
the <b>amount arising directly out of the act or omission of the bank or
Rs 10 lakhs, whichever is lower.</b><br />
<br />
<br />
<b>VISIT: <a href="http://rbi.org.in/commonman/English/Scripts/AgainstBank.aspx" target="_blank">http://rbi.org.in/commonman/English/Scripts/AgainstBank.aspx </a></b></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-3756190069392056812014-05-04T13:16:00.001+05:302014-05-04T13:20:57.521+05:30Deposit Insurance and Credit Guarantee Corporation (DICGC)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMrCAOrOuZIZytRvTrG6WHzHf12M818jb3kuxvB1ivguyyMkRSaLMDNbhI2NpdbD-xZTMmq6ts4t1G2cn6uCNxF9I1KY02U5mfu91DlRg6e9SmpqawyGa0YVxXaAQBjkpKiqG91wOY_4U/s1600/logo-DICGC.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMrCAOrOuZIZytRvTrG6WHzHf12M818jb3kuxvB1ivguyyMkRSaLMDNbhI2NpdbD-xZTMmq6ts4t1G2cn6uCNxF9I1KY02U5mfu91DlRg6e9SmpqawyGa0YVxXaAQBjkpKiqG91wOY_4U/s1600/logo-DICGC.jpg" height="182" width="640" /></a></div>
<br />
<br />
<b>All commercial banks</b> including branches of <b>foreign banks</b> functioning in
India, <b>local area banks, regional rural banks all State, Central and Primary cooperative banks</b> are <b> insured by the
DICGC.</b> At present all co-operative banks other than those from the States of
Meghalaya, and the Union Territories of Chandigarh, Lakshadweep and
Dadra and Nagar Haveli are covered under the deposit insurance system of
DICGC.<br />
<br />
<br />
<b>In the event of a bank failure, DICGC protects bank deposits</b> that are <b> payable in India.</b><br />
The DICGC <b>insures all deposits such as savings, fixed, current, recurring, etc.</b> except the following types of deposits.<br />
(i) Deposits of foreign Governments; <br />
(ii) Deposits of Central/State Governments;<br />
(iii)Inter-bank deposits;<br />
(iv) Deposits of the State Land Development Banks with the State co-operative bank;<br />
(v) Any amount due on account of any deposit received outside India<br />
(vi) Any amount, which has been specifically exempted by the
corporation with the previous approval of Reserve Bank of India.<br />
<br />
<b>Each depositor in a bank</b> is<b> insured upto a maximum of Rs.1,00,000
</b>(Rupees One Lakh)<b> for both principal and interest amount held by him </b>in
the same capacity and same right as on the date of
liquidation/cancellation of bank's licence or the date on which the
scheme of amalgamation/merger/reconstruction comes into force.<br />
<br />
The <b>deposits kept in different branches of a bank are aggregated for
the purpose of insurance cover</b> and a maximum amount upto Rupees one lakh
is paid. If you have <b>deposits with more than one bank, </b>deposit<b> insurance
coverage limit is applied separately to the deposits in each bank.
</b><br />
<br />
<b>For example, if an individual had an account with a principal amount of
Rs.95,000 plus accrued interest of Rs.4,000,</b> the <b>total amount insured by
the DICGC would be Rs.99,000</b>. If, however, the <b>principal amount in
that account was Rs. One lakh,</b> the <b>accrued interest would not be
insured,</b> not because it was interest but<b> because that was the amount
over the insurance limit. </b><br />
<br />
<b>VISIT: <a href="http://www.dicgc.org.in/English/index.html" target="_blank">http://www.dicgc.org.in/English/index.html </a></b></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-46402216167193256532014-05-03T22:56:00.003+05:302014-08-10T21:48:47.787+05:30Do's and Dont's<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h3 style="text-align: left;">
<span style="color: #3d85c6;">Don’t:</span></h3>
<ul style="text-align: left;">
<li>Rub the back of your head or neck. This shows that you are not interested.</li>
<li> Sit with your arms folded across your chest. You will appear unfriendly and disengaged.</li>
<li>Cross your legs and idly shake one over the other. It’s distracting and shows how uncomfortable you are.</li>
<li>Lean your body towards the door. You will appear ready to make a mad dash for the door.</li>
<li>Slouch back in your seat. This will make you appear disinterested and unprepared.</li>
<li>Stare back blankly. This is a look people naturally adapt when they are trying to distance themselves.</li>
<li>Go overboard with gestures, as they might be distracting.</li>
</ul>
<h3 style="text-align: left;">
<span style="color: #3d85c6;">Do:</span></h3>
<ul style="text-align: left;">
<li>Sit up straight, and lean slightly forward in your chair. In addition to projecting interest and engagement in the interaction, aligning your body’s position to that of the interviewer’s shows admiration and agreement.</li>
<li>Show your enthusiasm by keeping an interested expression. Nod and make positive gestures in moderation to avoid looking like a bobble head.</li>
<li>Establish a comfortable amount of personal space between you and the interviewer. Invading personal space could make the interviewer feel uncomfortable and take the focus away from your conversation.</li>
<li>Limit your application of colognes and perfumes. Invading aromas can arouse allergies. Being the candidate that gave the interviewer a headache isn’t going to work in your favor.</li>
<li>If you have more than one person interviewing you at once, make sure you briefly address both people with your gaze and return your attention to the person who has asked you a question.</li>
<li>Interruptions can happen. If they do, refrain from staring at your interviewer(s) while they address their immediate business, and motion your willingness to leave if they need privacy.</li>
</ul>
</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1tag:blogger.com,1999:blog-530121479064232313.post-84681029053362469942014-05-01T17:07:00.000+05:302014-06-14T11:49:30.508+05:30Corporate India Seeks Speedy Implementation of GST- WHAT IS GST(Goods and Services Tax)?<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL6YAloZfV9clkpYvaqfQiILo3NS7OXV-bJvmNlPUEspAyK9PHla3k5evBwj8lP7ebSbojItZ_jy1Y19f25WZDSyoD-5oRkv-afQq4UIfBwjOuo2NXz54I3-z3cubZ9DkLykz-tYVcyvw/s1600/GST.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL6YAloZfV9clkpYvaqfQiILo3NS7OXV-bJvmNlPUEspAyK9PHla3k5evBwj8lP7ebSbojItZ_jy1Y19f25WZDSyoD-5oRkv-afQq4UIfBwjOuo2NXz54I3-z3cubZ9DkLykz-tYVcyvw/s1600/GST.png" height="276" width="400" /></a></div>
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</div>
<span style="font-family: "Trebuchet MS",sans-serif; font-size: large;"><br /></span>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><b>Currently</b>, a <b>manufacturer needs to pay tax when a finished product moves
out from a factory</b>, and it is <b>again taxed at the retail outlet when
sold.</b> <b>But Goods and Services Tax -- GST -- is a
comprehensive tax levy on manufacture, sale and consumption of goods and
services at a national level.</b></span><br />
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><br /></span>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;">India is planning to implement a <b>dual GST
system</b>. Under dual GST, a <b>Central Goods and Services Tax (CGST)</b> and a<b>
State Goods and Services Tax (SGST)</b> will be <b>levied on the taxable value
of a transaction.</b> All goods and services, barring a few exceptions, will be brought
into the GST base. There will be <b>no distinction between goods and
services.</b></span><br />
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><br />It will <b>not be an additional tax.</b> <b><br /><br />CGST will include</b>:</span><br />
<ol style="text-align: left;">
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;"> Central excise duty
(Cenvat).</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Service tax.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Additional duties of customs at the central
level.</span></li>
</ol>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><b>SGST will include:</b></span><br />
<ol style="text-align: left;">
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Value-added tax.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Central sales tax.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Entertainment tax.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Luxury
tax.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Octroi.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Lottery taxes.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Electricity duty.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">State surcharges related
to supply of goods and services.</span></li>
<li><span style="font-family: "Courier New",Courier,monospace; font-size: large;">Purchase tax at the State level.</span></li>
</ol>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><br /></span>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><br /></span>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;">GST will help in <b>widening</b> the <b>coverage of tax base, improve tax compliance, remove existing unhealthy competition among states and redistribute the burden of taxation equitably among manufacturing and services. </b>Overall, it will result in<b> increasing revenue at the center.</b></span><br />
<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><br /></span>
<span style="font-family: "Courier New",Courier,monospace; font-size: large;">To implement GST a consensus must be reached with states. Earlier, state governments were not keen on GST, as they think it could lead to revenue losses. But recent developments indicate that most states have agreed to a compensation formula that will compensate them for their losses. The sticking points has been the inclusion of petroleum and liquor in GST which the states were opposed to.<br /><br />Alcohol, tobacco, petroleum products are likely to be out of the GST regime.</span><br />
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<span style="font-family: "Courier New",Courier,monospace; font-size: large;">The implementation of GST may happen from Fiscal Year 2014-15.</span><br />
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<span style="font-family: "Courier New",Courier,monospace; font-size: large;"><b>How will it benefit the Centre and the States?</b></span><br />
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It is estimated that India will gain $15 billion a year by
implementing the Goods and Services Tax as it would promote exports,
raise employment and boost growth. It will divide the tax burden
equitably between manufacturing and services.</span><br />
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<b>What are the benefits of GST for individuals and companies?</b></span><br />
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In the GST system, both Central and State taxes will be collected at
the point of sale. <b>Both components (the Central and State GST) </b>will be
<b>charged on the manufacturing cost.</b> It will <b>reduces the number of instances where taxes need to be paid thus
reducing the possibility of manipulation on the part of tax authorities</b>
and is hence assumed to be a much <b>transparent mode of administering
taxes.</b> This will benefit individuals as <b>
prices</b> are <b>likely to come down.</b> Lower prices will lead to more
consumption, thereby helping companies.</span><br />
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<span style="font-size: large;">Visit: <a href="http://www.thehindu.com/business/Industry/corporate-india-seeks-speedy-implementation-of-gst/article6104858.ece">http://www.thehindu.com/business/Industry/corporate-india-seeks-speedy-implementation-of-gst/article6104858.ece</a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-family: inherit;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>First Discussion Paper On Goods and Services Tax In India:</b> </span><a href="http://finmin.nic.in/gst/Empowered%20Committee%20of%20SFM%20%20First%20Discussion%20paper.pdf">http://finmin.nic.in/gst/Empowered%20Committee%20of%20SFM%20%20First%20Discussion%20paper.pdf</a></span></span></span></div>
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<a href="http://www.thehindu.com/business/Economy/india-inc-looks-for-conducive-tax-environment-bold-reforms/article6090002.ece"><br /></a>
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S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com3Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-8504113034447634432014-05-01T12:50:00.001+05:302014-05-01T12:50:05.445+05:30Sweat Equity<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>1. Sweat Equity Shares</b> are equity shares <b>issued by a company to its employees or directors at a discount,</b> or <b>as a consideration for providing know-how or a similar value to the company.</b> This is <b>often given as an additional motivation for continuing hard work for the firm's success.</b><br /><br /><b>2. </b>Sweat Equity can also be considered as the increased worth of a business(over and above the money invested) created by the unpaid mental and/or physical hard work of the founder/owner.<br />
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<b>3. </b>It can also be considered as the increased value of a property (over and above its purchase price) created by the hard work of the owner/occupant in enhancing its amenities and/or looks.</div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com1Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235tag:blogger.com,1999:blog-530121479064232313.post-3194023806747396022014-05-01T12:22:00.000+05:302014-08-10T21:48:02.949+05:30DEMAT ACCOUNT<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #3d85c6;"><b>DEMAT</b></span> means <span style="color: #3d85c6;"><b>Dematerialized Account.</b></span> Nowadays in India <b>if one needs to participate in Stock Market for trading shares it is compulsory to open a demat account.</b> As the name suggests it is a <b> electronic form</b> which <b>contains</b> the <b>details of the person concerned including his share trading transactions </b>and<b> is linked to his bank account.</b> In the past share trading was carried out in<b> paper document </b>which <b>had the risk of loosing the investment if the document went missing.</b> But now with the arrival of Demat the <b>transactions are electronically logged into his account</b> and <b>his investment remains safe. </b></div>
S.M.Vivekhttp://www.blogger.com/profile/10290643067933334862noreply@blogger.com2Thiruvananthapuram, Kerala, India8.4874 76.9528.2361325 76.6292765 8.7386674999999983 77.2747235