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Active and Passive Funds: The Trade, Not the Verdict

An active fund employs a manager who selects the holdings and aims to beat a benchmark declared in advance. A passive fund follows the rule of an index it has declared it will track, so nobody selects anything, and it aims only to match that index less its own costs. The trade is a known higher charge against an unknown difference in result, and it stays a trade rather than a settled question.

Here is what sits underneath that answer, and it is smaller than most treatments of this question make it sound. An active fundA scheme in which a person selects what it holds, inside limits the scheme has stated in advance. and a passive fundA scheme whose holdings are fixed by the rule of an index it has declared it will follow. are the same object with one part exchanged. Both are schemes. Both issue units. Both strike a value once a day by dividing net assets by the units in issue. Both process an application the same way, and both take their charge the same way, out of the scheme's own assets rather than out of the holder's pocket. Exactly one part differs between them, and that part decides what the scheme holds.

Two schemes carry every figure below. Girnar Asset Management Limited, an invented fund house, runs the Girnar Large Cap Equity Fund, an open ended equity scheme with net assets of Rs 4,200 crore and 120.00 crore units in issue. Dividing the first by the second makes one unit worth Rs 35.00 exactly. Kalyani Bhagat manages that scheme's portfolio and Sohail Merchant heads operations at Girnar Asset Management. The same manager also runs the Girnar Broad Market Index Fund, a tracker of a broad market index.

Four things are covered separately and taken as settled here: which day's value an order gets, what a scheme is and who stands behind it, how a value per unit is struck, and what an expense ratio is and how it reaches that daily value. Cost turns out to be the argument, so cost is used below rather than explained again.

What is actually different between the two, once everything they share is stripped out?

One part. Setting the two schemes side by side and going through them row by row, four of the five rows come out identical. The unit is the same kind of object. The daily value is struck the same way. An application is processed the same way. The charge accrues daily against the scheme's own assets in both, so in both the published value a holder sees is already after it. Then comes the row where they part: in the Girnar Large Cap Equity Fund a person decides what the scheme holds, and in the Girnar Broad Market Index Fund the rule of a declared index decides and nobody selects anything.

Two identical kitchens in the same building make the point. Same stove, same gas connection, same bill, same hours. In one, a cook decides each morning what to make from whatever looked good in the market that day. In the other, a printed menu that never changes decides, and the person in the kitchen simply follows it. Everything visible about the two kitchens is the same, and the only real difference is who is holding the decision. A reader who is told that active and passive are two different worlds learns two sets of machinery where there is one machine and one swapped part. Saying so at the start saves the second set.

Five rows, four of them identical. Only the middle row is actually exchanged. ACTIVE: A PERSON DECIDES PASSIVE: A RULE DECIDES The unit, and how its value is struck daily Net assets divided by the units in issue, struck once a day. Identical in both. Net assets divided by the units in issue, struck once a day. Identical in both. How an order is processed An application, an applicable value, an allotment or a payment out. The same. An application, an applicable value, an allotment or a payment out. The same. WHAT DECIDES THE HOLDINGS A person decides, inside a mandate the scheme has stated in advance. The rule of a declared index decides, and nobody selects anything at all. How the charge is taken Accrued daily against the scheme's own assets. Only the rate differs. Accrued daily against the scheme's own assets. Only the rate differs. If the market falls The value of a unit falls with it. Neither structure undertakes otherwise. The value of a unit falls with it. Neither structure undertakes otherwise. ONE MACHINE, ONE SWAPPED PART. EVERYTHING ELSE ALREADY LEARNED STILL APPLIES. Both schemes here are invented. Which categories a scheme may be offered in, and what each must satisfy, is set by SEBI and is read at sebi.gov.in.
Run the Girnar Large Cap Equity Fund and the Girnar Broad Market Index Fund down the same five rows and only the middle row is exchanged, which is why nothing already learned about units, daily values or charging has to be learned twice.
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What is an Active Fund, and what is the higher charge actually buying?

An active fund is a scheme in which a named person selects what the scheme holds, inside a mandateThe written limits a scheme sets for itself, saying what kind of thing it may hold and what it may not. the scheme has written down in advance, and the result is set against a benchmarkA published index a scheme names in advance as the yardstick its result will be read against. named in advance as well. On the Girnar Large Cap Equity Fund that person is Kalyani Bhagat. She works inside the mandate the scheme has stated, and the scheme has stated which benchmark its result will be read against before the year starts, not afterwards. How she selects anything is a portfolio question and is covered separately; what matters here is that the selection exists and that a person is answerable for it.

This is where most explanations go soft, so be precise about what a holder has bought. A holder has not bought a list of holdings. The list will be different in six months and the holder was not consulted about any of it. A holder of an active fund has bought a decision process running for a year, and the charge is the price of that process, agreed in advance and taken whether the decisions turn out well or badly. The Girnar Large Cap Equity Fund charges 1.65 per cent of that scheme's assets a year. On net assets of Rs 4,200 crore that is Rs 69.30 crore for the year, or Rs 69,30,00,000/- written out in full.

A tailor is the cleaner comparison than anything from finance. A customer who goes to a tailor pays for the measuring, the cutting and the judgement, not for a specific shirt chosen off a rail. If the shirt does not fit, the tailor was still paid for the work of making it. The arrangement is not a scandal and nobody hides it; it is the deal. An active fund is that deal, in a scheme.

What is a Passive Fund, and if nobody selects the holdings, what is left to manage?

A passive fund is a scheme whose holdings are decided by the rule of an index it has declared it will follow. Nobody sits down and picks. The index has a rule for what goes into it and in what proportion, and the scheme's job is to hold that. The Girnar Broad Market Index Fund follows a broad market index, and the rule of that index fixes what the scheme holds.

Here is the part most treatments skip, and it is the reason a trackerEveryday word for a scheme that follows an index rather than selecting holdings of its own. is not simply an active fund with the manager removed. The manager's job does not disappear in a passive fund, it changes: it becomes following a published rule at the lowest cost and with the least slippage. Following a rule cheaply is an operational job with an output anybody can measure. Money arrives on days the index does not change. Some cash is held to meet redemptions and cash is not in the index. When the index itself changes, the scheme has to deal, and dealing costs something. None of that is selection. All of it moves the result.

A delivery driver handed a fixed route in the morning is the everyday version. The driver chooses nothing about where to go; the route is printed. The whole job is to run it without wasting fuel, without missing a turn and without leaving parcels behind. Whether that job was done well is measurable at the end of the day against a route published before the driver set off. A decision to hold one thing rather than another allows no such measurement.

Try it out

Nobody selects the holdings in the Girnar Broad Market Index Fund. So what is the person running it paid to do?

Mutual Funds Bootcamp — Fin Maverick

Active Fund vs Passive Fund: what happens when both are run against the same five criteria?

Criteria in the same order for both, or the comparison is rigged before it starts. Take five: what decides the holdings, what the scheme aims at, what it charges, what happens if the deciding goes wrong, and what happens if the market the scheme sits in falls. On the first four the two structures give genuinely different answers. On the fifth they give the same answer, and that fifth row is the one readers get wrong most often.

Run them. The holdings are decided by a person on one side and by a published rule on the other. The aim is to beat a stated benchmark on one side and to match a stated index less costs on the other. The charge is 1.65 per cent of the Girnar Large Cap Equity Fund's assets a year against 0.20 per cent of the Girnar Broad Market Index Fund's assets a year. If the deciding goes wrong on the active side, the result can miss the benchmark by any amount in either direction. On the passive side there is no selection to be wrong about, so a shortfall is operational rather than a judgement that failed.

Then the fifth row. If the index falls, both fall: the tracker follows it down because following is the whole undertaking, and the active scheme may fall more or less than the index but has undertaken nothing at all about the direction, so neither structure is a defence against a market going down. Words like tracking and following sound safe, and the fifth row is where that language does the most damage. Following describes nothing more than obedience to a rule that can point downwards.

Four rows where they differ, and one row where they agree and readers assume they do not. THE CRITERION THE ACTIVE SCHEME THE PASSIVE SCHEME What decides the holdings A person, inside a stated mandate. Kalyani Bhagat, on this scheme, and she is answerable for it. The rule of a declared index, published before the scheme follows it. Nobody selects anything. What the scheme aims at To beat a benchmark it named in advance. Aiming at a thing is not the same as reaching it. To match its index, less its own costs. Nothing beyond that is aimed at, and nothing beyond it is undertaken. What it charges, and on what base 1.65 per cent of that scheme's own assets, a year. 0.20 per cent of its own assets, a year. If the deciding goes wrong The result can miss the benchmark by any amount, in either direction. No size of miss is undertaken against. There is no selection to be wrong. A shortfall against the index is an operational result, not a judgement. IF THE MARKET FALLS BOTH FALL. THIS ROW IS THE SAME ON BOTH SIDES. The tracker follows the index down, because following is the entire undertaking. The active scheme may fall more or less than its benchmark and has undertaken nothing about direction. Tracking is not a defence. Both charges are invented and each is stated on its own scheme's assets. Whether any limit applies to what a scheme may charge, and what conditions a category carries, are SEBI matters. No limit and no condition is stated here. Read them at sebi.gov.in.
Set against five criteria in the same order, the Girnar Large Cap Equity Fund and the Girnar Broad Market Index Fund answer differently on four and identically on the fifth, where a falling market takes both of them down.
Try it out

Suppose the market the two schemes sit in falls hard across a year. Which of the two structures protects the holder from that?

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Why does cost sit at the centre of this argument rather than off to one side?

Not because it is large. Because of when it is known. The Girnar Large Cap Equity Fund charges 1.65 per cent of that scheme's assets a year and the Girnar Broad Market Index Fund charges 0.20 per cent of its own assets a year, a difference of 1.45 percentage pointsThe plain difference between two percentages. Going from 4 per cent to 5 per cent is one percentage point, not one per cent. a year. The 1.45 point gap is fixed by the two scheme documents before the year begins. Nobody has to wait to find out what it is.

The other half of the trade is not like that at all. Whether the more expensive scheme ends the year ahead of the cheaper one, and by how much, is not knowable in advance by anybody, including the person running it. One side of this trade is contracted before the year starts and the other side is only visible after the year ends, and that asymmetry, rather than the size of the charge, is what puts cost at the centre of the argument.

The same comparison runs through ordinary life without being called anything. In a job, the salary is in the letter and the promotion is not. In a shop tenancy, the rent is in the agreement and the footfall is not. Nobody thinks the rent is the most important thing about a shop. The rent is the one number that is settled, and it is still the line everybody reads first. An expense ratio has exactly that standing in this comparison, and it is why any treatment of active and passive keeps coming back to it.

Put the gap in rupees on a base that exists, and be careful about which base that is. The Girnar Large Cap Equity Fund has net assets of Rs 4,200 crore. Charged at 1.65 per cent of those assets, Rs 69.30 crore leaves that pool in a year. Charged at 0.20 per cent instead, the same pool would give up Rs 8.40 crore. The difference is Rs 60.90 crore a year, written out as Rs 60,90,00,000/-. On one unit worth Rs 35.00 that same 1.45 point difference is Rs 0.5075 a year. The average folio in this scheme is Rs 4,200 crore divided across 3,80,000 folios, or about Rs 1,10,526/-, and on that folio the difference is about Rs 1,602.63/-. The Girnar Broad Market Index Fund's own net assets are nowhere in this record, so the rupee gap above is what a difference in rate does to one known pool, and not a comparison of what the two schemes actually collect.

One half of the trade is settled on day one. The other half is not visible until day 365. KNOWN BEFORE THE YEAR STARTS, BECAUSE BOTH SCHEME DOCUMENTS ALREADY SAY IT 1.45 PERCENTAGE POINTS A YEAR 1.65 per cent of one scheme's assets, less 0.20 per cent of the other's, and settled on day one. NOT KNOWN UNTIL THE YEAR ENDS, BY ANYBODY AT ALL THE DIFFERENCE IN RESULT. NOT KNOWABLE IN ADVANCE, INCLUDING BY THE MANAGER. ? ONLY NOW: 1.28 POINTS, net, for the one stated year. the year begins the year ends
The 1.45 point difference between the two charges is written into both scheme documents before the year opens, while the 1.28 point difference in what the two schemes returned exists only once the year is over.
India

Which parts of this are set by a rule rather than by a scheme?

More than a first reading suggests. The Securities and Exchange Board of India (SEBI) sets which day's value applies to an application, what conditions a scheme category carries, whether any limit applies to what a scheme may charge and how it must be disclosed, and what a scheme must publish and when. Every one of those moves over time, and the current position is read at sebi.gov.in on the day it is needed.

Industry level material, including where scheme information is aggregated and how the distribution framework is organised, sits with the Association of Mutual Funds in India (AMFI) at amfiindia.com. AMFI publishes the material and does not make the rule. Where the treatment of a gain or a distribution in a holder's own hands matters, that is a question for the tax authority at incometaxindia.gov.in, where the rate, the classification and the holding period all live.

The mechanism above this block does not depend on any of it. A person deciding versus a rule deciding, a charge contracted in advance versus a result known afterwards: those hold in any market with pooled schemes. A second market would be an addition to this block, not a rewrite of the account.

Try it out

Which of the two halves of this trade is known before the year even begins?

What does a tracker actually hand the holder, if not the index itself?

The index less its charge, and then less something else again. Start with the honest statement of what a tracker undertakes: to follow a published rule. A tracker does not undertake to deliver the index, and cannot. Holding the index costs money and the index costs nothing to be. Nobody can hold an index. An index is a calculation, not a thing, and no charge has ever been taken out of one.

Watch it happen on the invented figures. In the one stated year the index that the Girnar Broad Market Index Fund follows returned 12.40 per cent. The Girnar Broad Market Index Fund itself returned 12.12 per cent net for the same year. The shortfall is 0.28 percentage points. Its charge for the year was 0.20 per cent of its own assets. The charge accounts for a good deal of that shortfall and plainly not all of it. The part left over is a residualThe part of a difference that is still there after the parts that can already be named have been taken out., and it is a separate thing from the charge, so any account that has a tracker falling behind by its costs alone has stopped one step short of the truth.

Where does a residual come from? Cash sits in the scheme and cash is not in the index. Money arrives from holders on days the index has not moved and leaves on days it has. When the index itself changes what it contains, the scheme has to deal, and dealing is never free. None of that is anybody selecting anything, and all of it moves the result away from the rule the scheme is following. How that shortfall is measured and split into its parts is covered separately and is not run here.

What did the two schemes actually do in the one stated year, and on what basis?

Two figures, and both of them are the same kind of number: a net returnA return computed from values that already have the charge taken out, so nothing further is deducted from it.. The Girnar Large Cap Equity Fund returned 13.4 per cent net for the stated year while charging 1.65 per cent of that scheme's assets. The Girnar Broad Market Index Fund returned 12.12 per cent net for the same year while charging 0.20 per cent of its own assets. Subtract and the difference is 1.28 percentage points, in favour of the more expensive scheme, for that one year.

Now the error made most often at this exact point. Both of those figures are computed from daily values that already had the charge taken out of them before the value was struck. Nothing at all is deducted from either figure, and a reader who subtracts a fee from a published scheme return has charged the same expense twice and understated the scheme by its whole expense ratio. A gross returnA return measured before costs are taken out. It has to be labelled, because a net figure looks identical in print. is a different kind of number and has to be labelled as one.

Two numbers, one column, same units, and not the same kind of thing at all. GIRNAR BROAD MARKET INDEX FUND PERFORMANCE, THE ONE STATED YEAR. INVENTED. The scheme, net 12.12 per cent The index it follows 12.40 per cent Behind the index by 0.28 points Both lines are printed in one column, in one unit, to two decimal places, in the same typeface. Nothing on the document says they are different. 1 THE SCHEME'S FIGURE IS NET Its 0.20 per cent of its own assets a year is already inside this number. There is nothing left to deduct. 2 THE INDEX FIGURE HAS NO COST An index is a calculation nobody can hold, so nobody pays to hold it and no charge was ever taken out. 3 NOT THE SAME KIND OF NUMBER The shortfall is 0.28 points. The charge accounts for 0.20 of it, and the remainder is covered separately. PRINTED IN ONE COLUMN, IN ONE UNIT, AND STILL NOT COMPARABLE UNTIL SOMEBODY SAYS SO. Both figures are invented. Every return here carries its period and the word net or gross beside it.
On the Girnar Broad Market Index Fund's own record the scheme figure of 12.12 per cent is after a charge and the index figure of 12.40 per cent never had one, so two numbers printed in the same column are not the same kind of number.
Try it out

One scheme shows 13.4 per cent and another 12.12 per cent, both for the stated year. Which figure must be deducted from them before the two can be compared?

Financial Analyst Program Bootcamp — Fin Maverick Rebalancing: When, Why and What It Costs — free micro-course from Fin Maverick

Where do 1.45 percentage points go between the gross reading and the net one?

Run the same pair of schemes on both bases and watch the size of the answer change. On a net basis the Girnar Large Cap Equity Fund's 13.4 per cent less the Girnar Broad Market Index Fund's 12.12 per cent is 1.28 percentage points, both for the stated year. Now put both back on a before charge footing. Add 1.65 to 13.4 and the equity scheme is at about 15.05 per cent gross; add 0.20 to 12.12 and the index fund is at about 12.32 per cent gross. The difference is 2.73 percentage points.

The addition is not exact, so say the word approximate out loud. A charge accrues daily against the assets. Daily accrual makes the charge multiplicative rather than a single subtraction at the end of the year, so adding the ratio straight back is a good approximation and not an identity. Backing it out properly gives a slightly larger figure again. The finding survives both routes even where the decimal does not: the honest gap between these two schemes on one basis is roughly twice what it looks like on the other.

The same two schemes, one stated yearThe arithmeticReads
The Girnar Large Cap Equity Fund, gross equivalent13.4 net plus its 1.65 per cent charge, approximatelyabout 15.05 per cent
The Girnar Broad Market Index Fund, gross equivalent12.12 net plus its 0.20 per cent charge, approximatelyabout 12.32 per cent
On a gross basisabout 15.05 gross less about 12.32 gross2.73 points
On a net basis13.4 net less 12.12 net1.28 points
Difference between the two readings2.73 less 1.281.45 points
Check, from the charges alone1.65 per cent of one scheme's assets less 0.20 per cent of the other's1.45 points

The two lines at the bottom of that table were built from completely different inputs and landed on the same number. Agreement from different inputs is what shows the arithmetic to be right rather than merely plausible. One came from four return figures. The other came from two charges and no returns at all. The gross reading and the net reading of the same pair of schemes differ by the cost gap and by nothing else whatsoever.

Splitting the gross difference shows what the charge did to the number. Of the 2.73 points, 1.45 points is nothing more than the difference between the two charges, and 1.28 points is the difference the two sets of holders actually saw in their own values. As shares of 2.73 that is 53.1 per cent and 46.9 per cent, and the two add to 100 per cent because the difference contains nothing else at all. More than half of the gap between these two schemes on a before charge basis is a difference in what they charged rather than a difference in what reached anybody.

The same two schemes, read twice, and the whole of the difference is the cost gap. PERCENTAGE POINTS BETWEEN THE TWO SCHEMES, ONE STATED YEAR, BOTH FIGURES INVENTED POINTS APART 3 2 1 0 2.73 POINTS APART ON A GROSS BASIS less 1.45 THE COST GAP: 1.65 PER CENT LESS 0.20 PER CENT, EACH ON ITS OWN SCHEME'S ASSETS 1.28 POINTS APART ON A NET BASIS GROSS BASIS about 15.05 less about 12.32 THE COST GAP 1.65 less 0.20 NET BASIS 13.4 less 12.12 2.73 LESS 1.28 IS 1.45, WHICH IS EXACTLY 1.65 PER CENT LESS 0.20 PER CENT. The two readings of one pair of schemes differ by the cost gap and by nothing else. The gross figures are approximations.
On a gross basis the two schemes stand 2.73 percentage points apart for the stated year and on a net basis 1.28 points apart, and the 1.45 points between those two readings is exactly the gap between charges of 1.65 and 0.20 per cent of each scheme's own assets.
Try it out

Gross, the two schemes are 2.73 points apart for the stated year. Net, they are 1.28 points apart. Where did the other 1.45 points go?

There is a second thing that table quietly settles, and it is worth pulling out. Two of the four ways these figures can be paired are legitimate and two are not. Net against net is legitimate and gives 1.28 points. Gross against gross is legitimate and gives 2.73 points. The equity scheme's 13.4 per cent net against the index fund's about 12.32 per cent gross gives 1.08 points, wrong by exactly 0.20, the index fund's own charge. The equity scheme's about 15.05 per cent gross against the index fund's 12.12 per cent net gives 2.93 points, wrong by exactly 1.65, the equity scheme's own charge. Each mismatched pairing is wrong by precisely one charge. Knowing that is useful, because the error never announces itself as an error, only as a different and equally tidy looking number.

One more thing about that 12.32 per cent. The 12.32 above is the Girnar Broad Market Index Fund's approximate gross equivalent for the stated year. Under discretionary mandates, 12.32 per cent net is what one mandate was left with after its own fees were charged separately. The two 12.32 figures come from different schemes, on different bases, in different structures, and the fact that the digits match is a coincidence produced by arithmetic that cannot be adjusted to avoid it. A reader who has met 12.32 per cent net before met a different number wearing the same face as the index fund's approximate 12.32 per cent gross, and joining the two would invent a connection.

Four ways to pair the same two schemes. Two of them answer the question asked. ALL FIGURES ARE FOR ONE STATED YEAR AND ARE INVENTED. 12.32 IS THE INDEX FUND'S APPROXIMATE GROSS EQUIVALENT. THE INDEX FUND, 12.12 NET THE INDEX FUND, 12.32 GROSS THE EQUITY SCHEME AT 13.4 PER CENT NET BOTH NET. THIS ONE ANSWERS. 1.28 points Two after charge figures for the same year. Nothing is left to deduct from either. MIXED BASES. NOT AVAILABLE. 1.08 points Wrong by exactly 0.20 points, which is the index fund's own charge. THE EQUITY SCHEME AT ABOUT 15.05 GROSS MIXED BASES. NOT AVAILABLE. 2.93 points Wrong by exactly 1.65 points, which is the equity scheme's own charge. BOTH GROSS. THIS ONE ANSWERS. 2.73 points Two before charge figures for the same year, and both of them approximate. EACH MIXED PAIRING IS WRONG BY EXACTLY ONE OF THE TWO CHARGES, AND LOOKS JUST AS TIDY. The 12.32 per cent here is the index fund's approximate GROSS equivalent. A figure of 12.32 per cent NET belongs to a different scheme in a different structure covered elsewhere on this platform. The match is a coincidence and means nothing.
Of the four ways to pair these two schemes, 13.4 per cent net against 12.12 per cent net and about 15.05 per cent gross against about 12.32 per cent gross are the two that answer the question, and each mixed pairing is wrong by exactly one charge.
Rebalancing: When, Why and What It Costs teaches you to choose a rebalancing rule and say what it buys and what it costs.

Are the two schemes even being measured against the same stick?

No, and this is the quiet limitation sitting underneath every figure above. The Girnar Large Cap Equity Fund names its own benchmark, and for the stated year that benchmark returned 12.1 per cent, so the scheme's excess over the stick it declared is 1.3 percentage points net against a costless yardstick. The Girnar Broad Market Index Fund follows a different index altogether, a broad market one, and that index returned 12.40 per cent for the same year. The 12.40 is again a costless yardstick rather than a scheme result. Two schemes, two different measuring sticks, and nothing in this record says the two sticks are the same thing or move together.

The sticks therefore need handling with care. Each scheme's excess figure is only meaningful against the stick that scheme itself declared. Setting the tracker's after charge result against the equity scheme's benchmark, or the equity scheme's result against the broad market index, silently swaps the yardstick and changes the answer with nothing in the record to say it has happened. The two schemes can be compared with each other: a holder really could have held either. Neither scheme's gap over its own benchmark can be set against the other's. Those two gaps are measured from different starting lines. The distinction matters whenever two figures happen to look close to one another. A benchmark figure is a costless yardstick for the market segment a scheme declared, and a scheme figure is an after charge result. Two such numbers can land near each other, and the nearness carries no meaning at all: they are not measuring the same quantity, on the same basis, for the same set of holdings.

There is one more thing this record does not settle. A scheme's return includes the income the scheme received on what it held. An index may be computed on price alone or with income treated as reinvested, and this record does not say which convention the equity scheme's stated benchmark uses. The convention behind the benchmark figure is therefore unresolved, and an unresolved convention is better written down than assumed.

Try it out

The prediction comes before the control below. The Girnar Large Cap Equity Fund returned 13.4 per cent net for the stated year and the Girnar Broad Market Index Fund 12.12 per cent net. How high would the equity scheme's charge have had to be for the two to end that year exactly level?

Play with it

Move the charge on the equity scheme and watch its bar fall through a line that never moves.

One control moves the expense ratio of the Girnar Large Cap Equity Fund, from 0.00 to 4.00 per cent of that scheme's assets in steps of 0.01. The scheme's gross return for the stated year is held fixed at about 15.05 per cent, its 13.4 per cent net plus its recorded 1.65 per cent charge, so the net bar is 15.05 less whatever the control says. The Girnar Broad Market Index Fund's bar does not move at all: it stays at its 12.12 per cent net for the same year, and the dashed line sits on it. Push the control up and watch the active bar come down through that line.

Jump to a charge:
Charge on the equity scheme: 1.65 per cent of that scheme's assets a year
GROSS HELD FIXED AT ABOUT 15.05 PER CENT. ONLY THE CHARGE MOVES. ONE STATED YEAR. BOTH SCHEMES INVENTED. GAP: 1.28 POINTS 15 10 5 0 PER CENT 13.40 PER CENT NET 12.12 PER CENT NET 12.12 NET, FIXED GIRNAR LARGE CAP EQUITY FUND charge set by the control above GIRNAR BROAD MARKET INDEX FUND 0.20 per cent of its own assets, fixed
The equity scheme, net
13.40 per cent
Against the index fund
1.28 points ahead
The charge, on Rs 4,200 crore
Rs 69,30,00,000/-
The charge, per unit a year
Rs 0.5775

Educational illustration. The control shows what changes as the charge moves. The equity scheme's gross return for the stated year is held fixed at about 15.05 per cent while the charge moves. Holding it fixed isolates one relationship and is not a claim: a scheme with a different charge would be a different scheme, and would very likely have had a different gross return too. Both returns belong to one stated year. The level at which the two bars meet is arithmetic, not a finding about either approach, and the rupee readout applies the rate to the equity scheme's own Rs 4,200 crore of net assets because the index fund's assets are not in this record.

Set the control back to 1.65 and the panel reproduces the worked example exactly: 13.40 per cent net against 12.12 per cent net, a gap of 1.28 percentage points for the stated year. Now push it up. The bar comes down one hundredth of a point at a time and the dashed line stays where it is, and the two finally meet at 2.93 per cent of that scheme's assets. The meeting point is 15.05 less 12.12, and there is no cleverness in it at all.

Notice what that number is not. The 2.93 is not a threshold, it is not a rule and it is nothing anybody set. The figure is simply the amount of gross return the more expensive scheme had to give away before its holders ended the stated year level with the tracker's holders, and on this one year's figures that amount was roughly twice the 1.45 point gap between what the two schemes actually charge.

2.93 has appeared already, a few paragraphs above, as the wrong answer produced by pairing a gross figure with a net one. The subtraction is the same one, and the repeat is not a coincidence: asking what charge brings a scheme's gross return down to another scheme's net result mixes the two bases on purpose. Mixing them is right when that is the question and wrong when the intention was to compare two results. The arithmetic cannot tell the difference. Only the person reading it can.

Try it out

One year. One scheme on each side. A clean difference of 1.28 percentage points net. Which conclusion does that establish about selecting holdings against following an index?

Writing an Investment Thesis — free micro-course from Fin Maverick

What does one year on one scheme each side actually establish?

Two things are true at the same time and both have to be held together. The arithmetic above is exact. Its reach is tiny. Neither of those statements weakens the other, and dropping either one either dismisses a correct calculation or promotes it into evidence it cannot carry.

The record contains one year. One scheme on the active side and one on the passive side. Two schemes measured against two different sticks, and those two sticks need not be the same or move together. No second year, no series of months behind either figure, no other scheme from the same manager or anybody else's, and no study of any kind. A sample of one observation on each side cannot rank two structures, and the exactness of the subtraction has nothing to do with it. Precision and reach are entirely separate properties of a number.

A shop that had a good Tuesday is the everyday version. The takings for Tuesday are exact to the rupee; the till does not lie. The shopkeeper cannot say that Tuesdays are good, or that this shop is better than the one across the road. A single day says nothing about either. Nobody finds this confusing about a shop. The same claim becomes confusing about a fund because the number arrives with two decimal places and a printed document behind it, and precision in print is very easy to mistake for weight.

One filled slot each. Everything else on this axis is empty, and empty is the point. EACH BLOCK IS ONE YEAR. THIS RECORD CARRIES ONE, FOR EACH SCHEME, AND BOTH ARE INVENTED. GIRNAR LARGE CAP EQUITY FUND, NET GIRNAR BROAD MARKET INDEX FUND, NET 13.4 per cent net 12.12 per cent net time, running forward a twenty year record would fill every block THE SUBTRACTION IS EXACT. THE SAMPLE IS ONE OBSERVATION ON EACH SIDE. Both statements are true together.
The record behind every figure in this guide is a single year for each of the two schemes, so each result is one observation and the axis it sits on is otherwise completely empty.

There is a much older idea sitting behind this argument and it deserves its name. The proposition that the prices of traded things already reflect the information available about them is associated with Eugene Fama, whose 1970 review of the theory and the evidence is the standard reference and is findable through ideas.repec.org. If prices already carry what is known, then finding a difference by selecting is hard rather than routine, and that proposition is what gives the selection argument its shape. Running the argument needs evidence about many schemes across many years, a separate subject.

Comparisons of how schemes that select have done against the yardsticks they declared are published, and they depend strongly on which period and which set of schemes was measured. A result from one window is routinely reversed in another. The regulator's own disclosures sit at sebi.gov.in and industry level aggregation sits with AMFI at amfiindia.com, and the period and the coverage of anything found there matter as much as the number does.

Who reaches for this arithmetic on a working day, and what can none of them do with it?

An analyst comparing two schemes does one thing before anything else: puts both figures on the same basis and writes down the period and the yardstick beside each of them. The habit costs about four seconds and it is the whole difference between a comparison and a mistake. A gross figure set against a net one is wrong by exactly one charge and never looks wrong.

Sohail Merchant, running operations at Girnar Asset Management, reads the two schemes completely differently from each other. For the Girnar Broad Market Index Fund there is an output to check against a published rule: how closely was the rule followed, and what did the following cost. For the Girnar Large Cap Equity Fund there is no equivalent check. A decision to hold one thing rather than another cannot be scored against a rule that was never written.

A household with a folio in either scheme uses the same split set out above. The charge is the settled half of the arrangement and it is in the scheme document today. The result is the unsettled half and nobody has it yet. Reading the settled half first is not pessimism, it is simply reading the part that is already written.

None of the three can decide from this arithmetic which structure is better in general. One year on two schemes measured against two different sticks is not a finding about selecting holdings or about following an index, and treating it as one is the single most common way this comparison goes wrong.

The error that gets made here, and what it costs

A reader reaches the 1.28 point difference, sees arithmetic that reconciles in both directions, and concludes that paying 1.65 per cent of a scheme's assets a year is worth it. Another reader reaches the 1.45 point cost gap, notices that for this one year it is the larger of the two figures, and concludes the opposite with equal confidence. Both are looking at the same three numbers. Both feel they have reasoned rather than guessed, and that feeling is exactly what makes the conclusion stick.

The cost is not the wrong conclusion by itself. The cost is that a structural choice gets made on a sample that cannot support one, and then defended. A choice reached through arithmetic feels like a choice reached through evidence and is much harder to revisit than a choice reached on a hunch. A different year would have handed the same reader the opposite conclusion with no new information having arrived anywhere.

The writer's failure comes first and is easier to fix. Leaving the arithmetic as the last thing said invites the reading. The size of the sample belongs in the same block as the figure, every single time the figure appears, and the account ends on the limit rather than on the number. A reader who leaves remembering 1.28 points and not remembering that it is one year on one scheme each side has been failed, even though every figure was right.

Identical figures, opposite conclusions, and neither reader has done anything careless. THE SAME THREE FACTS 1.28 points net lead, the stated year 1.45 points cost gap, a year one year, two schemes READER A STOPS AT 1.28 Concludes the more expensive scheme earned its charge and that selecting is worth paying for. FROM ONE YEAR. READER B STOPS AT 1.45 Concludes the cheaper structure is the sounder one, since the gap in charges beat the gap in result. FROM THE SAME ONE YEAR. IDENTICAL FIGURES, OPPOSITE CONCLUSIONS. THAT IS THE SIGN THAT THE FIGURES SUPPORT NEITHER. Each reader has taken a structural view from one year and one scheme on each side, and a different year would reverse both of them with no new information having arrived anywhere.
A reader who stops at the 1.28 point net lead concludes one thing and a reader who stops at the larger 1.45 point cost gap concludes the opposite, from identical figures, which is precisely why neither conclusion is available here.
The arithmetic is exact and its reach is one year. See what that establishes.

Why does the comparison stop at the trade instead of settling it?

Because the trade is what the material supports and the verdict is not. Written out plainly, the evidence is lopsided across the two halves. On one side: a charge of 1.65 per cent of the Girnar Large Cap Equity Fund's assets a year against 0.20 per cent of the Girnar Broad Market Index Fund's, a difference of 1.45 percentage points, contracted, printed, and known before anybody commits anything. On the other side: whatever difference the two schemes produce, unknown until the year is over, and observed here exactly once.

Stopping at the trade is the correct ending and not a hedge. Going further would recommend a structure on the strength of a single observation, the same error the three blocks above are about. A question that is genuinely open may be left open. Closing it with material that cannot close it, and then sounding confident about it, is what may not be done.

The comparison leaves not a preference but a habit: name the basis before comparing, name the period before concluding, and name the size of the sample in the same breath as the number it produced. Followed, it makes both structures legible. Skipped, even correct arithmetic points wherever the reader was already leaning.

Try it out

Which of the two structures does all of that arithmetic say is the better one?

What a scheme that holds other schemes is, how an exchange traded scheme is put together and priced, how a shortfall against an index splits into its parts, and what an index has to satisfy before a scheme may declare it as a yardstick all come later on this platform. An expense ratio and how it reaches the daily value is covered separately, as is where index schemes and exchange traded schemes sit within the categories a scheme may be offered in, and as is setting a benchmark return against a scheme return as a matter of measurement. Category conditions, expense limits, disclosure duties and applicable value rules are set by SEBI and are read at sebi.gov.in, with AMFI at amfiindia.com for industry level material and the tax authority at incometaxindia.gov.in for anything touching tax.

References

SourceDocumentWhere
Securities and Exchange Board of IndiaThe conditions attached to scheme categories, any limit on what a scheme may charge, the disclosure duties a scheme carries and the rules on which day's value applies to an applicationsebi.gov.in
Association of Mutual Funds in IndiaIndustry level aggregation of scheme information and the framework within which distribution is organisedamfiindia.com
Eugene FamaEfficient Capital Markets: A Review of Theory and Empirical Work, 1970. The source for the idea that prices already reflect the information availableideas.repec.org
The tax authorityThe treatment in a holder's own hands of a gain or a distribution from a schemeincometaxindia.gov.in

Girnar Asset Management Limited, the Girnar Large Cap Equity Fund, the Girnar Broad Market Index Fund, Kalyani Bhagat and Sohail Merchant are invented.
Educational material. Not advice on any investment, tax, budget or market position.

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