How to Evaluate a Strategic Initiative Before It Is Taken

Why can nobody say what a commitment will return?

The return is the claim being made, so it cannot also be the test of that claim. Somebody proposes a commitment and supplies, along with it, the benefit they expect. Somebody else appraises the proposal by dividing that benefit by the cost and reporting a result. Every step of that arithmetic is correct. Every step of it also runs on a figure handed over by the person whose proposal is being checked. A test whose one uncertain input arrives from the party being tested has measured that party's confidence and nothing else, and it will do so to as many decimal places as anybody cares to carry.

The shape of it is what generalises. The cost of a commitment is settled before anything is sold. Somebody quotes it, somebody signs it, and the money leaves on a date that can be pointed at. The benefit is not settled at all: it arrives, if it arrives, spread over a stretch nobody has lived through yet. The asymmetry between a settled cost and an unsettled benefit is permanent rather than a gap in somebody's research, and no amount of care closes it. A procedure that sets a firm number against an estimated one and divides has quietly treated the two as equals, and the estimated one now decides the answer.

So turn the question round. Rather than asking what this will earn, ask how much extra of the thing the business already counts would have to arrive before the commitment merely stands where the business was standing. The extra quantity comes entirely out of figures already in the accounts, it can be written down before the money moves, and anybody at all can check it afterwards against a volume the business reports anyway. A condition of that kind can be shown to be wrong. A return cannot be shown to be wrong, and the comfort of a return comes from precisely that.

One more thing follows, and it is the part most procedures throw away. Some of the questions will come back with no answer, and an unanswerable question is part of the output rather than a failure of it. A procedure that fills every cell has either met unusually good disclosure or has quietly closed a gap with an assumption and stopped saying so. An empty cell drawn at full size, with a note beside it of what would have to exist before anybody could fill it, hands the next reader something they can go and ask for. A single combined figure has already swallowed the gap, so it hands the next reader nothing to go and ask for.

What does one published commitment actually look like a year later?

Before any procedure, watch one. Take Anjani Stationers Private Limited, a maker of school registers that these notes made up and that trades nowhere at all. Two of its years are reported side by side. Its standing costThe slice of a cost base that turns up whether or not a single thing is sold, so volume moving does not move it the way it moves the bill for paper. base sat at Rs 49,60,000/- in the earlier one and at Rs 74,00,000/- in the later. The later base is Rs 24,40,000/- heavier. Over those same twelve months what the trade left behind climbed to Rs 1,15,50,000/- from Rs 1,02,60,000/-, a gain of Rs 12,90,000/-. Meanwhile the operating profitRevenue less the whole cost of running the trade, stopping short of interest and of tax. reported for the later year was Rs 41,50,000/-. For the earlier one it had been Rs 53,00,000/-, so Rs 11,50,000/- of it went missing.

Work the one line yourself instead of taking it on trust. Put Rs 12,90,000/- gained against Rs 24,40,000/- taken on and Rs 11,50,000/- is what remains. The profit dropped by precisely that much. Set out that way the year leaves behind no residueWhatever survives once a subtraction has been done. Here it means the slice of a change that the causes named for it fail to soak up. whatever, and having none is what lifts this above an anecdote about a hard twelve months.

Then the sentence the rest of the argument hangs on. The closure just worked out is an evaluation, and it was carried out afterwards. The interesting question is what anybody could honestly have written down before the money moved. A household that has taken on a bigger rent can say to the rupee what the move cost and, a year on, cannot say which of the three reasons it gave itself was the real one.

So what can honestly be asked before the money moves?

A reader arrives expecting a procedure that ends in a percentage, a number of months, or a verdict. None of the three can be supplied, and the reason is the one already given: each of them needs the benefit figure, and the proposal is arguing for precisely that figure. An ordered set of six questions can be supplied instead, asked in a fixed order, answered from the accounts where the accounts answer them and left visibly open where they do not.

The order is the argument rather than a preference. Question three cannot be asked until question two has named an amount, and question six is meaningless unless question three produced a quantity somebody already counts. A reader who starts at six will invent a measure that suits the answer they walked in with. And one rule from these notes travels into every cell: every answer carries where it came from, being a statement in the accounts, a walk across published figures, or something set up purely to demonstrate a property. A line that carries no route is struck out rather than guessed at.

What position does this commitment protect or move?

Nothing published for this business states a position. The published record covers what it makes, what it charges, who it sells to and what it spent. No sentence anywhere says what the business had decided to be. The answer is blank, and it is blank for the entirely ordinary reason that almost nobody writes the position down. Somebody asked why they took a second job can usually say what it pays and rarely what it is for.

The cost of the blank is the reason it stays on the card and the question is not deleted. A demonstration published in these notes takes a works whose three stages follow each other, cutting, then printing, then binding, with binding the slowest of them at 100 registers an hour. Binding still settles the pace of the whole line, so lifting printing from 125 an hour to 150 moves yearly ability by exactly nothing. Lifting binding from 100 an hour to 125 instead moves yearly ability from 4,00,000 registers to 5,00,000, a gain of 1,00,000. The faster binding does not remove the constraint either: printing also sits at 125, so the two then tie and the constraint has relocated rather than gone. Neither lift is a thing that happened; both are workings on an invented case.

Two alterations of the very same size, inside one works, come to 1,00,000 registers of yearly ability in one case and to nothing whatever in the other, and all that separates them is the spot each comes down on. Which is to say that a return is not a property of the commitment. A return is a property of the commitment and the position together, so with the position unwritten there is nothing for the arithmetic to attach to, and no quantity of care recovers it. An empty cell here is the first thing worth asking somebody for, and a cell with a figure in it would have handed the reader less. The narrowing chain, and the reason this business put none of it on paper, gets its own treatment under Strategy in Practice: From Position to Objective to Initiative.

What does it commit, and for how long?

The amount is exact and the duration is answered by the kind of cost it is. Rs 24,40,000/- of additional standing cost arrives again every year until something is undone, so for how long is not a separate question from how much. The duration comes free with the amount. The shape most commitments take comes next, and it repays slowing down for.

The accounts do split the Rs 24,40,000/- three ways, and by accounting caption the split is complete: employee benefits rose Rs 6,00,000/-, the standing part of other operating costs rose Rs 11,40,000/- with a second warehouse taken during the year behind most of it, and depreciation and amortisation rose Rs 7,00,000/- on assets bought. The three together come to Rs 24,40,000/-, to the rupee, and the whole breakdown is somebody's working rather than a reported fact. Set beside that, the same notes describe what the money went on as more people, more space and a binding works the business has bought into, and put no figure against any of the three.

So the accounts say where the money sat and never say what it was for, and those are two different splits that happen to have three rows each. A caption shows which line of the statement absorbed a rupee. A caption cannot show whether that rupee bought a change in method or simply more of what was already being done, and from outside the building the two arrive as the same line. A commitment whose captions are estimated and whose purposes are unpriced cannot be unpicked afterwards, and that is a fact about the record rather than about the decision.

A separate amount sits close by and has to be held apart from this one. Chitra Binding Works Private Limited, invented in the same way, stitches and covers registers; Anjani Stationers has bought seventy per cent of it, handing over Rs 21,00,000/- in cash, and stands behind Rs 8,00,000/- of its borrowing under a promise written into the notes and left out of the totals. Now keep the two amounts apart. Rs 21,00,000/- went out as an investing paymentCash handed over to pick something up and keep it, as opposed to the running bill for twelve months of trading. An investing payment surfaces in a different statement from the running bill for twelve months of trading.. Rs 24,40,000/- is a running cost of the year. Different statements hold them, so neither is a portion of the other and neither is ever deducted from the other.

What has to be true for this to pay?

Here the card fills, and one quantity emerges. Each register sold leaves the works a reported Rs 46.20/- of contribution a registerThe amount still in hand once a single register has been sold and the costs that only exist because it was made have been settled. Where that amount comes from, out of the price and those costs, is worked out under the contribution margin.. Out of that, and out of nothing else, the heavier standing bill must be recovered, and recovered afresh in each successive year. So carry out the division. Rs 24,40,000/- divided by Rs 46.20/- gives 52,813.85 registers a year of extra selling simply to stand where the business stood. Weigh that against the 2,50,000 registers this works turned out in the year and it comes to 21.13 per cent of them.

A count nobody can attach a rate to has stopped being a count, so the rate that priced a count belongs beside the count itself and never further on. Nobody reports what a register left behind in the earlier year, so both counts, this one and the second one below, are struck at the later year's Rs 46.20/-. The convention travels with both figures or neither of them travels.

Now say what that count is for. Saying so is the whole reason it was worth computing. The condition can be written down before the money moves, it is expressed in a unit the works counts every single day, and anybody can check it afterwards without opening one internal document. A condition stated in registers can be contradicted by the production record. A return stated as a percentage can be argued about indefinitely. A stall taking on a second pitch is doing the honest version when it works out how many extra cups a day the pitch has to sell before it is free, rather than what the pitch will return.

What does the commitment do to how hard a movement lands?

The answer here is amplification rather than cost, and it is already worked in these notes rather than here. Set what the trade leaves behind over what it earns from trading and the reading climbs from 1.94 in the earlier year to 2.78 in the later. Both readings are built on a sorting of costs into the moving and the standing kind which somebody worked out rather than reported, with paper counted as moving along with Rs 6,00,000/- taken out of other running costs, and sitting on a Rs 74,00,000/- base which will shift the moment the one-off outlay on the binding workshop stops being in it. Carry that warning wherever either reading goes, drawings and answer panels included.

Two separate walks across that movement are published, and it matters that they are two rather than one. Route one pins the standing bill where it sat in the earlier year, at Rs 49,60,000/-, and lets revenue climb by itself. The reading then falls to 1.75, so the whole journey from 1.75 back up to 2.78 was carried by the Rs 24,40,000/- of extra standing bill and by nothing else. The second moves one input at a time from the same starting point and splits the rise of 0.85 into 0.24 from the numerator, 0.54 from the denominator, and 0.07 that exists only because both moved at once. Both walks start at 1.94 and both arrive at 2.78, and neither is a stage of the other, so their steps are never added together. The finding they agree on is that the denominator part is more than twice the numerator part, which is to say that most of this movement arrived as profit falling rather than as sales growing. Why a heavier standing bill magnifies anything at all is not rebuilt here. The machinery of that magnification gets worked through under Business Risk: The Risks That Sit Inside the Operation.

A household that takes on a fixed monthly commitment discovers the same thing without any arithmetic: a lean month now hurts more than it used to, on exactly the same income.

How much room does the business stand clear by?

One measurement here is easy to count twice, and the double counting is easier to fall into than it sounds. For this works the break-even revenueThe level of revenue where whatever the goods leave behind, once the costs that swell and shrink with them are gone, comes to precisely the size of the bill that stands still, leaving nought behind. Where that level comes from is worked through in full elsewhere in these notes. comes to Rs 1,72,98,701.30/-. Priced in registers at the reported Rs 108.00/- each it is 1,60,173.16 of them. Set against the 2,50,000 the works turned out, the works stands 89,826.84 registers above the line. The clearance is 35.93 per cent of what it made. Measured in rupees of revenue rather than in registers, the same clearance comes out at that identical 35.93 per cent. Both lean on the same worked-out sorting of costs, and the reason the pair land on one another is simply that Rs 108.00/- a register holds still the whole way. Setting them down together without saying so dresses up a coincidence as a second opinion.

Here is the part nobody should skip. The clearance and the multiple above are a single measurement wearing two hats. Taking 2.78313 and multiplying by 0.359307 gives one, dead on, whatever the revenue happens to be and whatever the standing bill happens to be, for the plain reason that each is the other turned over. Either one can be set down alone, or both together provided it is said at once that they are the same thing. A pair of rows with no power to contradict each other tells a reader exactly what one row would have told them. Putting exposures down row by row, and the ruling that lands when a pair of them multiply out to one, belongs to The Business Risk Register: Recording What Could Go Wrong.

The distance carries a borrowed phrase, so one naming point before moving on. The distance is commonly called a margin of safety, and Benjamin Graham used that same phrase for something quite different: the gap between the price somebody pays for a security and an estimate of the security's worth. Here it means the distance between the revenue a business achieved and the revenue at which its result would be nought. The two share a phrase and share nothing else, and reading either as evidence for the other is a mistake the shared name invites.

What else could explain the year, and what would have to be seen afterwards?

Unusually, the last two questions on the card come back complete, and that completeness is worth using. On what else could explain the result: on this business, nothing could, and the accounts settle it rather than assert it. Contribution rose Rs 12,90,000/-, standing cost rose Rs 24,40,000/-, profit fell Rs 11,50,000/-, and the subtraction closes. The contribution marginOut of each rupee that comes in, the portion still there after the costs that swell and shrink with volume are cleared away. Exactly which costs those are is the entire content of the name, and that naming is settled where costs are sorted into the moving and the standing kind. barely shifted either, from 42.75 per cent to 42.78 per cent, so nothing hid in the price or the mix. A closure with no residue is the strongest evidence this record offers anywhere, because it leaves no room for a second cause to be argued in a year later.

On what would have to be seen afterwards: the condition was written in registers, so the thing to watch is volume, and the published year answers in the same unit without anybody opening an internal document. Strike the Rs 11,50,000/- that went missing at that same Rs 46.20/- and it is 24,891.77 registers, or 9.96 per cent of the 2,50,000 registers this works turned out, and the pricing rule attached to the earlier count is attached to this one too. The honest reading stops there: the extra selling the condition required did not arrive in the published year, and nothing published anywhere says whether it was ever going to. The procedure ended in a checkable condition and a measured shortfall and never produced a verdict, which is the correct ending rather than an incomplete one.