How to Read an NPS Statement, Line by Line

A National Pension System (NPS) statement is kept in units, not in rupees. Each contribution buys units at that day's value, charges are taken away as units, and the balance is nothing more than units multiplied by today's value. So the balance moves for two unrelated reasons: money paid in, and the value changing. The document prints both and separates neither.

The Bhosale household holds no such account, so everything read below is a specimenAn example statement with invented figures, used to learn the format before meeting a real one. with invented figures. A specimen is exactly what somebody looking at the arrangement for the first time is holding, and learning the format before there is any money in it is a far calmer position than learning it afterwards, on a document that has already recorded a year nobody can go back and watch.

The scheme itself, the choices inside it and who carries the risk are set out under the National Pension System and are not rebuilt below. A single sheet of paper, or a single screen, holds four figures that matter, and a reader who finds them can do one subtraction and one multiplication and say out loud what happened during the year in a single sentence.

What is a statement of this kind actually for?

A statement is a record of what happened, not a verdict on whether it went well. The difference between a record and a verdict sounds like hair splitting, and then somebody opens one. The eye goes straight to the largest number, the largest number is the closing balance, and a judgement gets made in about two seconds: good year, bad year, better than last time. Almost none of that judgement is supported by anything on the sheet.

Consider a document most households already trust completely: the meter reading slip from the electricity office. The slip gives the reading at the start of the period, the reading at the end, and the difference. The slip does not say whether a sensible amount of power was used, whether the fan in the back room is wasting it, or whether the neighbours used less. The slip is a record of two readings. Everything else is a judgement made by bringing in information the slip does not carry. A statement for an invested account is the same kind of document, with one extra complication: the unit of measurement changes value while nobody is looking.

So the honest job description is narrow. The document gives what was in the account at the start of the statement periodThe stretch of time the document covers. Nothing on the statement applies outside it, and two statements cannot be compared line by line unless their periods match., what arrived during it, what was taken out during it, and what was in the account at the end. Four facts. Every other question about the account, and there are several good ones, has to be answered somewhere else.

The period matters more than people expect. Two statements are only comparable if they cover the same length of time, and a first statement often covers a part year because the account did not exist for the whole of it. A household comparing a nine month first statement against a twelve month second one and concluding that things sped up has compared two different questions. The period line is read first, before any figure, exactly as the dates on a rent receipt are checked before anybody argues about the amount.

One more thing sits in the header and is worth a glance. The scheme is built with more than one part to it, so a single account can hold more than one block, and a statement is issued for what the account holds. The header names which block of which account this sheet describes. The header matters for the same reason a bank passbook names the account number it belongs to: the arithmetic on the sheet only reconciles inside the block it belongs to. If two sheets arrive, they are two sheets, and adding their closing figures together is a separate act performed by the reader rather than something the document has done.

Why is the account measured in units rather than in rupees?

Here is the question almost everybody asks first, usually with some irritation. The money went in as rupees. Why does the statement insist on talking in decimals to four places?

The answer is already accepted somewhere else in the house. When this household buys gold, it does not record the purchase as rupees in a box marked gold. The household records grams. Nobody had to be taught that. The reason is obvious once said out loud. The rupee value of gold changes every day and grams stay put, so rupees are a hopeless way to record how much gold is in the house. Twelve grams is twelve grams whether the market is having a good week or a bad one. The gold's value today is the grams multiplied by today's price, and that multiplication is a separate act from the record itself.

An invested account works exactly like the gold tin: the record is kept in the thing held, and the rupee value is produced by multiplying at the moment the question is asked. The thing held is called a unitThe measure an invested account is kept in, rather than rupees. It is a share of a pool, and the number held does not change when the value of the pool changes.. A unit is a share of a larger pool. The subscriber's money went in, the pool grew by that much, and the subscriber was credited with the fraction of the pool just bought. The fraction does not change when the pool's value changes. Everybody's fraction stays where it is, and the value of the whole thing moves under all of them together.

The four decimal places are not fussiness either. Rs 7,500/- rarely buys a whole number of anything. If the record rounded to two places the leftover would have to go somewhere, and where it went would need explaining. Four places is simply enough precision that the rounding is too small to argue about.

Now the consequence that follows from a unit value that moves. Because the record is in units and the value of a unit moves, the same rupee amount buys a different number of units on different days, and nothing about the subscriber has changed at all. In the specimen below, Rs 7,500/- bought 250.0000 units on one day and 234.3750 units on another. The household did not save less that quarter. Nobody made a decision. The instruction was identical, the money was identical, and the number of units differed because the value of one unit differed on the day the money arrived.

The moving value is why the account cannot sensibly be kept in rupees. If the statement recorded only that Rs 7,500/- went in four times, it would have recorded the instruction rather than the result, and the result is what is held. A shopkeeper writing down what he spent at the wholesale market and a shopkeeper writing down how many kilos of rice came back are keeping two different records. The second is a record of the business. The first is a record of an intention.

There is a second consequence, and it is the one that keeps the whole arrangement from feeling arbitrary. Because the unit count does not move when the value moves, a fall in the value of a unit does not take units away from the subscriber. A fall changes what the same number of units is worth if the question is asked today. The tin still holds twelve grams. Whether that is a comfort depends entirely on when the tin has to be opened. The timing belongs to the household, not to the record.

What is a net asset value, and what is it not?

The statement will carry a column, or a scattering of figures, labelled net asset value. The net asset value does most of the work on the sheet, and it is also the number about which the most is wrongly assumed. So it is worth being very plain about it.

A net asset valueThe value of one unit on a given day. Nothing more than that: not a rate, not a forecast, and not a statement about any other day. is the value of one unit on one particular day. The definition stops there. The value is arrived at by taking what the whole pool is worth on that day and dividing by how many units exist. If the pool is worth ten lakh and a lakh of units exist, one unit is worth Rs 10.0000. Tomorrow the pool is worth something else and so, therefore, is one unit.

The vegetable market hands over the intuition free of charge. The price of tomatoes on Tuesday is the price of tomatoes on Tuesday. Tuesday's price is not a rate at which tomatoes appreciate, it does not give Wednesday's price, and it makes no promise to anybody who bought on Monday. The price is a fact about one day, published on that day, and it stops being useful the moment the day ends. A net asset value is a price on a day, and a price on a day carries no information about any other day.

Three specific misreadings are worth naming because they are so common. The first is treating it as a rate: a value that moved from Rs 30.0000 to Rs 33.0000 is not a rate of anything, it is two readings with a year between them and an unknown path in between. The second is treating it as a forecast: nothing in the number says where it goes next, and the statement makes no claim that it does. The third is treating a high value as good and a low one as bad in itself. A high value with few units and a low value with many units can describe exactly the same amount of money. The account is kept in units, and the value is kept in a column of its own, for precisely that reason.

What does the specimen say, line by line?

Here is the whole sheet. Every figure on it belongs to the specimen, and it describes one block of one account for one year. Read it once through before reading the explanation. Nothing on it is difficult; there is simply more of it than people expect, and the difficulty is entirely in knowing which lines answer which question.

Now line by line, in the order a careful reader takes them.

The period and the coverage line come first because everything else on the sheet is only true inside them. This sheet is a full year, 1 April of year one to 31 March of year two, and it covers one block of one account. Whatever is printed below applies to that year and that block, and nothing else.

The opening balance is three facts wearing one coat: 800.0000 units, a value of Rs 30.0000, and Rs 24,000.00. Only the first of those is a fact about the account. The other two are the multiplication carried out on the opening day. Already the opening amount would have been a different number if the opening day had been a different day, without a single unit changing hands. The opening balance is the whole reading method in miniature, printed at the top of the sheet where nobody reads it.

Then four contributionMoney paid in, which buys units at the value ruling on the day it arrives. The rupee amount is the instruction; the units are the result. lines. Each one is Rs 7,500/-, and each one records the value on the day the money arrived and the units that money bought. Rs 7,500/- at Rs 30.0000 is 250.0000 units. At Rs 31.2500 it is 240.0000. At Rs 30.0000 again it is 250.0000. At Rs 32.0000 it is 234.3750. Add the four and 974.3750 units were bought during the year for Rs 30,000/- of money.

Then the line worth coming back to twice: units deducted for charges, 12.5000. No rupee amount is printed beside it. The missing rupee amount bears rereading. Nothing about the format surprises readers more, and it is not an accident.

Then the closing block. Closing units are 800.0000 plus 974.3750 less 12.5000, and the answer is 1,761.8750. The closing value per unit is Rs 33.0000. The closing balance is those two multiplied together: Rs 58,141.88. The closing balance is the number the eye finds in two seconds, and it is the last one a careful reader should look at rather than the first.

The specimen is convincing enough to be mistaken for a record of something, so one thing is worth saying plainly: this household does not hold such an account. Meghna Bhosale has a provident fund through her employer and the household has a public provident fund already on its sheet, and neither of those is this. Ashok Bhosale, whose tailoring counter carries no scheme of any kind, holds nothing at all of this sort. Most self-employed people in this country are in the same position, and it is an ordinary fact rather than a lapse. The specimen exists so that the format can be learned by somebody who has never seen one, and that reader is exactly the one for whom learning it is most useful.

Which four things move the balance, and how many are the market?

A balanceUnits multiplied by today's value. It is why a balance can move without anybody paying anything in or taking anything out. on this kind of statement is not a pile of money sitting still. A balance is the answer to a multiplication that gets redone every day, and both sides of the multiplication can move. Once that is seen, the closing figure stops being one thing and becomes the outcome of four separate things, of which exactly one is what people mean when they say the market.

The four are these. Contributions arriving, units bought, the value of a unit changing, and units taken away as charges: four movers, of which only the third has anything to do with markets. The first is money the subscriber sent. Money arriving has to buy something, so the second follows automatically from the first. The fourth is the scheme applying its own terms. Only the third is the thing everybody talks about, and on the specimen it is responsible for the smallest of the four in rupees.

The everyday version is a grain merchant's godown. Sacks arrive because he bought them, the first mover. How many sacks a given amount of money bought depends on the price that morning, the second. The market price of grain then wanders about all year, the third and the only bit outside his control. And the godown owner takes a few sacks as rent for the space, the fourth. If at the end of the year he weighs the godown and finds more grain in it than last year, that tells him almost nothing until he has separated those four. He may simply have bought a great deal.

Four movers change the sentence people say most often about such a document: the account did well this year. Did what well? Three of the four movers had nothing to do with the account at all. The first two are a record of a household deciding to pay money in and of arithmetic being done on the day. The fourth is a set of terms that apply whatever happens. A sentence about how the account did is a sentence about the third mover only, and the third mover is the one the printed balance is worst at showing.

How is what was paid in separated from what the value did?

Separating the two is the arithmetic the statement does not do, and it is the arithmetic a reader has to supply. The separationTelling what was paid in apart from what the value did. The statement carries both figures but performs the subtraction for neither. takes about ninety seconds with a pen and it changes what the sheet means.

Start with the number that jumps out. The closing balance is Rs 58,141.88 and the opening amount was Rs 24,000.00, so the sheet is Rs 34,141.88 bigger than it was. The rise of Rs 34,141.88 is the figure a household will repeat to itself. Now take it apart, in the invented specimen, in four steps.

Step one: what was already there. Rs 24,000.00 on the opening day. Step two: what arrived. Four contributions of Rs 7,500/-, adding to Rs 30,000/-. Step three: what the value moving produced. Every unit held was worth more at the close than it cost when it was bought, and adding that up across the opening units and the four purchases gives Rs 4,554.38 in this invented specimen. Step four: what came out. 12.5000 units were deducted, and at the closing value of Rs 33.0000 those units were worth Rs 412.50.

Put them together. Rs 24,000.00 plus Rs 30,000/- plus Rs 4,554.38 less Rs 412.50 is Rs 58,141.88, the printed closing balance to the paisa. The separation is not an approximation and it is not a model. The separation is the same four figures the statement already carries, arranged so that they say something.

Rs 30,000/- of the rise is money the subscriber themselves put there, so a subscriber who reads only that the balance rose by Rs 34,141.88 has learned almost nothing. The gap is not a criticism of the reader. The gap describes what the document prints and what it leaves out. The sheet carries every figure needed for the separation and performs the separation nowhere, so the arithmetic is expected of a reader who has usually never been told it is expected.

The everyday version is a jar on a shelf. A hundred rupees goes into it every week and at the end of the year there is more in the jar. Nobody is surprised, and nobody says the jar performed well. The only difference here is that the contents of this jar are also being repriced, so the two effects arrive mixed together and somebody has to pull them apart. A rupee in a bank passbook stays a rupee, so no pulling apart is ever necessary there; on this document it always is.

Where are the charges, and why are they so hard to find?

Ask somebody who has just read such a statement what the charges were, and the usual answer is that there did not seem to be any. The answer is not carelessness. The answer is an accurate report of what a rupee column contains.

On the specimen the only charge line reads: units deducted for charges, 12.5000. There is no rupee figure beside it, and none could be put there. The charge was applied by taking units away, and a deduction in unitsA charge taken by removing units rather than by naming a rupee figure. What it cost in rupees depends on the value of a unit on the day, so no single rupee figure is printed. does not have one settled rupee value: the units removed would have been worth one thing on the day they went and another thing on the day the statement was printed. The document records the deduction in the measure the account is kept in, and that is the only internally consistent thing it can do.

So the rupee cost of the charge is a figure the reader produces, not a figure the reader finds. The reader takes the unit figure of 12.5000. The figure is multiplied by the closing value of Rs 33.0000. The product is Rs 412.50 in this specimen. Rs 412.50 was never printed, so a search of every rupee column on the sheet turns it up nowhere. A household that scanned the sheet for charges and concluded there were none was reading the sheet correctly and reaching the wrong conclusion. The trap is a very particular kind, and nobody set it on purpose.

There is a second reason the multiplication is not printed, and it is worth knowing because it stops the format looking sinister. Which value would the sheet use? The value on the day the units went, the value on the closing day, or some average? Each gives a different rupee figure and each is defensible. The unit figure, by contrast, is exact and cannot be argued with: 12.5000 units left the account. The document prints the fact and leaves the valuation to whoever needs it. The choice is defensible, and awkward for a reader with five minutes.

The practical consequence is small and specific. When a statement of this kind arrives, look for the word units in the deduction line rather than the word rupees, and do the one multiplication. Write the answer in the margin. The technique ends there, and it takes less time than finding a pen.

What does the statement leave out?

Most of the disappointment people feel with such documents comes from expecting them to answer questions they were never built to answer. The list of absences is short and worth reading twice.

The sheet records. The sheet does not assess, project, advise or reassure. Everything a statement records is in the past tense, and almost every question a household actually has about this money is in the future tense. The gap between past and future tense is not a defect in the document. A record and a plan are two separate jobs that happen to concern the same account.

Two absences deserve naming individually. Nothing can say what any of this will be worth when it matters, and the sheet does not try. And the sheet knows nothing about the household, so it does not say whether the arrangement still fits: not the number of people in it, not what Ira Bhosale's schooling will cost in nine years, not that Ashok Bhosale's counter has no scheme behind it at all. A statement describes an account. Whether an account suits a household is asked and answered somewhere else entirely, with different information.

What is worth checking every time one arrives?

Five minutes, once a period, and in a fixed order. The order matters because the first check is the only one that can be settled with certainty, and settling it first shows whether anything else is worth doing.

The unit count is the one line on the sheet that must hold exactly, and it does not depend on what any market did, so check it first. Opening units plus units bought less units deducted equals closing units. On the specimen: 800.0000 plus 974.3750 less 12.5000 is 1,761.8750, and 1,761.8750 is what the sheet prints. The identity is arithmetic, not valuation. If it fails, something is missing or something is duplicated, and the size of the gap usually names it: a shortfall of exactly one contribution's worth of units points at one contribution.

After the identity, four smaller checks, in this order.

The period is checked first: that it is the stretch it is thought to be, and that it does not overlap or leave a gap against the last one. A missing month between two statements is a real thing that happens when records move between offices, and it shows up as a gap in dates long before it shows up in a figure.

The contributions are checked against the household's own record. The check is the same discipline as comparing a provident fund statement against payslips, and it is the only one in the whole routine that brings in evidence the sheet did not produce. Four contributions of Rs 7,500/- should correspond to four occasions on which Rs 7,500/- actually left an account somewhere, and that second record lives in a bank passbook or a payment history rather than on this sheet. A contribution the household is certain of that does not appear is something the document cannot have found by itself.

The deduction line calls for the multiplication. 12.5000 units at the closing value is Rs 412.50 on the specimen. Written in the margin every time, the figure then exists somewhere in the house. The sheet is not going to put it anywhere.

Check the two multiplications. Opening units times the opening value should give the opening amount, and closing units times the closing value should give the closing balance. 1,761.8750 at Rs 33.0000 is Rs 58,141.88. A machine did both multiplications, so they will almost always be right. Checking them takes twenty seconds and occasionally catches a statement built from the wrong value.

What happens when a line looks wrong?

The answer is different for each of three cases and only one of them is an error at all, so first be precise about what looks wrong.

If the unit identity fails, an entry is missing or duplicated. A failed identity is an arithmetic fact and can be stated with confidence. The four unit figures, the gap between what the identity gives and what the sheet prints, and the statement period are written down. The case is made of those four things, and it is a strong one because it does not depend on anybody agreeing with anybody else's interpretation of anything.

If a contribution the household is certain about is absent, the household holds evidence the document does not: a bank record of money leaving on a date. The bank record and the statement are two records made by two different processes that never consulted each other. A comparison of that kind catches errors a self consistent document cannot reveal.

And if the closing balance is simply lower than hoped, or lower than last period, nothing is wrong at all. The sheet is doing precisely what a document measured in units does, so a balance that has fallen while the unit count rose is not an error and there is nothing to raise with anybody. The third case is by far the most common, and telling it apart from the first two is most of what a reading method is for.

Where a genuine error exists, the route to raising it runs through the office that services the account and through the authority that oversees the scheme. In India that authority is the Pension Fund Regulatory and Development Authority at pfrda.org.in. The process, the forms and the timelines are set by the scheme and revised from time to time, and the authority publishes the current version. The complaint carries the unit figures, the statement period and the account identifier, and the bank record too if the dispute is about a contribution. Everything else is somebody else's job.

The Bhosale household, Meghna Bhosale, Ashok Bhosale, Ira Bhosale, Sahyadri Freight Services Private Limited and every figure on the specimen statement above are invented.
Educational material. Not advice on any investment, tax, budget or market position.