Organic and Inorganic Growth Compared: One Year, Two Rates

Organic growth is revenue the business grew itself. Inorganic growth is revenue that arrived with something bought. One published year rose 12.50 per cent standalone and 22.92 per cent for the group, 10.42 points apart, both correct. The year did not change; only the line somebody drew around the business changed. So say the basis in the same breath as the rate, or print nothing.

One business, one published year, and two growth rates. How can both be right?

Start at a kitchen table rather than in a set of accounts. Two people share a kitchen and pay for it between them. Four people share the front door of the same building, and the other two cook upstairs. Adding up the monthly income of that household gives one figure for the two and a larger figure for the four, in a month when nobody's pay moved by a single rupee. Neither count is a mistake. The two figures count different things, and the only thing separating them is where somebody decided the household stops.

Now the same move in a set of published accounts. Anjani Stationers Private Limited, invented for these notes and trading nowhere, makes hard-bound registers for schools. Two of its years are already worked in full elsewhere in these notes, on its own accounts alone: the first year at revenue of Rs 2,40,00,000/-, and the second at Rs 2,70,00,000/-. The rise is Rs 30,00,000/-, and Rs 30,00,000/- on Rs 2,40,00,000/- is 12.50 per cent.

Now count the same twelve months the other way. At the start of its second year the business paid Rs 21,00,000/- in cash for 70 per cent of Chitra Binding Works Private Limited, a small binding workshop, also invented. From that day there are two sets of accounts for the same business: the standalone statementsThe accounts of one company on its own, counting only what that single legal entity sold, spent and holds. A shareholding in another company sits in them as one line rather than as that company's own sales and costs., which stop at the edge of that one company, and the consolidated statementsAccounts that treat a parent and the companies under its control as though they were a single trading business. Putting such a set together runs through several stages, and consolidation covers them., which run round both. For the group, the second year's revenue is Rs 2,95,00,000/-. Against the same first year of Rs 2,40,00,000/-, that is a rise of Rs 55,00,000/-, and Rs 55,00,000/- divided by Rs 2,40,00,000/- is 22.92 per cent.

The two rates are 10.42 points apart, they describe the same business in the same twelve months, and both of them are correct. Nothing has been restated, nothing has been adjusted and nobody has been careless. One rate counts what one company sold. The other counts what the parent and the workshop sold between them, with the billing that only ever passed between the two taken out.

One door the reader is already reaching for needs closing first. The usual escape is to decide that the first year must differ between the two bases. Then the wider rate would really be measuring a longer run or a different starting point. It does not. The assembly of the group set puts the matter plainly: the first year carried no investment line, no goodwill and no outside share. There was nothing on the far side of a second boundary, so there was no second boundary to draw.

So the year is counted twice, and these are not two years dressed up. The first year sits at Rs 2,40,00,000/- on either basis, because on that basis there was nothing else to add. Both rates start from the same place, run over the same twelve months, and finish 10.42 points apart.

So what does a growth rate actually rest on?

A growth rate is a division of two totals, and a total is a convention before it is a measurement. Somebody decided which activities sit inside the line before anybody added anything up. Move the line and the total moves, and the rate computed from it moves with it, without one register more being made or sold. The movement is not a defect in the arithmetic and it is not anybody being misleading. A total is exactly that, and the same holds of every total anybody has ever printed.

The second thing to settle is the split between the two routes, and the split runs on where the extra revenue came from rather than on how impressive either sounds. Revenue a business grew out of what it already ran is one thing. Revenue that arrived attached to something it bought is another. Both are real revenue, both sit in the accounts, and both were charged to real buyers. A reader who cannot see which is which has been handed a number rather than a finding.

The third thing is easy to say and easy to forget: the two routes are paid for in quantities that are not the same kind of thing. Money a business puts into growing itself shows up as a rise in a recurring annual cost base, and volume has to carry that rise again in every year that follows. Here that rise is Rs 24,40,000/-. Money it puts into buying is handed over once, as cash for a shareholding, and afterwards occupies a single line on one balance sheetThe statement listing what a business holds and what it owes on a single named day, rather than what it sold across a year. The statement is a photograph of one date, not a record of a period.. Here that outlay is Rs 21,00,000/-. Putting the two beside each other is useful; joining them with an arithmetic operator is not arithmetic at all, and the next section says why in detail.

The fourth thing is about what accounting for a purchase can answer. The accounting says what was handed over, what could be named and measured on the day, and what was left over once the naming was done. It does not say what the workshop was worth, what anybody believed, or whether the price was a sensible one. The leftover figure is a residual. Reading it as a judgement on the price is the most common thing a reader does with it, and it is always wrong. That error is taken apart below, since any treatment carrying a purchase price sits one clause away from making it.

So what are the two routes, and what separates them?

Now the definitions. Organic growth is revenue a business grew out of what it already ran. More sold, sold at a higher price, sold to more buyers, or made and sold faster than before. Nobody bought anything containing revenue; the extra sales came out of the counter that was already there.

Inorganic growth is revenue that arrived attached to something the business bought. The workshop was already binding registers for money before anybody paid for a shareholding in it. Its sales did not appear because Anjani Stationers persuaded a single new school to place an order. The workshop's sales appeared in the group total because the line moved outward to take them in.

Here is the plain test, and it is a question a reader can answer straight off a set of accounts rather than from a press release. Would this revenue have been in the accounts if nothing had been bought? If the answer is yes, it is the first route. If the answer is no, it is the second. The test does not need anybody's intentions and it does not need a commentary. The test needs a set of statements and a note of what changed hands.

Refuse the ranking now, out loud and early. Neither route is the better one. The two routes answer where extra revenue came from, no return is computed on either, and so no verdict on either follows. The split buys something narrower and more useful than a preference: the two routes leave different traces in a set of accounts, and knowing which trace is being read is what lets anybody say what a rate means.

Think of two shops on the same street. The first one sells more from the same counter this year than last: longer hours, a better display, two products the neighbours do not carry. The second one took over the shop next door. The neighbouring shop was already selling to its own customers before anything changed hands. Both shops will report a bigger year. Only one of them found a new customer that morning, and a reader looking only at the two totals cannot tell which.

Growth Investment: what does a business put in to grow each way?

The question is direct: what does a business actually put in to grow each way, and what do those amounts look like once they reach a set of accounts?

Take the first route. Anjani Stationers' standing baseCosts that arrive at the same size whether a busy month or a quiet one has just gone by. Salaries, rent and insurance behave this way. Which costs qualify is worked out elsewhere in these notes. rose from Rs 49,60,000/- in the first year to Rs 74,00,000/- in the second. The rise is Rs 24,40,000/-, and Rs 24,40,000/- on the first year's Rs 49,60,000/- is 49.19 per cent. The money went on three things: people, space and a binding operation the business bought into. None of those three carries a price of its own, and a reader outside cannot supply one.

Amounts are put against those three limbs separately, and they close on the whole rise to the rupee. The last row governs the first three: it is the condition on which the other three may be quoted at all.

Taking those three amounts away from that last row manufactures a disclosure nobody made. Nothing in the accounts breaks the rise into three; somebody sat with the statements and worked out a division that fits and said so plainly, and the saying travels with the figures.

Now the second route, and it is a single line. At the start of its second year the business paid Rs 21,00,000/- in cash for 70 per cent of Chitra Binding Works Private Limited. Rs 21,00,000/- is the whole of what was put in by that route in that year, and no published statement attaches anything else to it.

Set the two beside each other and read the units rather than the digits. A rise of Rs 24,40,000/- is a rise in a recurring annual cost base. The rise turns up again next year with nobody deciding that it should, and every one of those years has to sell enough to carry it. A payment of Rs 21,00,000/- was made once, shows up thereafter as a single line on one balance sheet, and never comes round again. One is not a component of the other, and neither is subtractable from the other. The two sit side by side and go no further than that.

Why insist on this, when a reader could reasonably want a single total for what growth cost? Because the two quantities share a currency and share nothing else, and joining them by an operator produces an answer that lands close enough to another published figure above to read as though the accounts had confirmed it. Before subtracting two figures, say what each one is a quantity of. Write the two answers out as sentences. Where those sentences describe different kinds of thing, no operator between the figures means anything, however tidy the digits look.

Think of a household again. The deposit on a flat is paid once. The monthly rent on a shop arrives every month for as long as the shop is open. Both are money the household committed in the same year. Nobody at that kitchen table would take one from the other and call the answer anything. In a set of accounts the same two shapes turn up wearing the same currency symbol, and the temptation returns.

How much the year left over for whoever put money into the business, and the quite separate choice between committing that money and holding on to it, are worked under Growth Investment vs Capital Return: One Pot, Two Uses.

Where exactly does the second rate come from?

Here is the arithmetic of the boundary, shown in full. Assembling a group set takes three moves, and the order of the three is not optional. The assembly draws a boundary. It totals what sits inside. And then it cancels anything that only ever crossed from one side of it to the other.

Do it in figures. Standalone revenue for the second year is Rs 2,70,00,000/-. Add Chitra Binding Works' own revenue of Rs 40,00,000/-. Then take out the Rs 15,00,000/- of binding that the workshop charged to the parent. The money crossed the inner line and never left the group at all, and a charge of that shape is intercompany billingA charge raised by one company in a group on another company in the same group. Money moves between two sets of books inside the boundary, and nobody outside the group has paid anything.. The three moves give Rs 2,95,00,000/-, and Rs 2,95,00,000/- is the published consolidated figure.

So the group line adds Rs 25,00,000/- of revenue, being Chitra Binding Works' Rs 40,00,000/- with the Rs 15,00,000/- of internal billing taken out. And that figure needs its warning in the same breath rather than a paragraph later. Rs 25,00,000/- names two entirely different quantities in these accounts. One is the revenue the boundary adds once internal billing is out. The other is Chitra Binding Works' identifiable net assets on the day it was bought, read off a balance sheet. Two divisions, two subtractions, one number, and each one is named beside its own figure every time it appears.

Now let the rate fall out of it, and watch that neither end of the division changes basis halfway. On the group basis, Rs 2,95,00,000/- against the first year's Rs 2,40,00,000/- is a rise of Rs 55,00,000/-, and Rs 55,00,000/- on Rs 2,40,00,000/- is 22.92 per cent. On the standalone basis, Rs 30,00,000/- on the same Rs 2,40,00,000/- is 12.50 per cent. The gap is 10.42 points, and every rupee of it is the boundary.

A room measured once from the inside face of the walls and once from the outside face yields two different areas for one room. Both tapes were read correctly. Neither builder made an error. Handed over with no note of which face the tape was held against, either number is not yet a measurement of anything.

What does the accounting for the purchase show, and what does it refuse to show?

On the day of purchase, Chitra Binding Works' identifiable net assetsWhat a business has on a stated day that somebody can point at, list and put a number against, reduced by what it owes. Anything nobody can point at fails the test and stays out of the figure. were Rs 25,00,000/-, and that is a balance sheet figure on a single day rather than the revenue quantity from the section above. The 70 per cent bought of that comes to Rs 17,50,000/-. The price was Rs 21,00,000/- in cash. The published goodwillWhat remains of the price after the buyer's share of every listable item has been deducted from it. Subtraction produces the figure and nothing else does, so it records no opinion held by anybody on either side. is therefore Rs 3,50,000/-. The result is a residual figure, computed by subtraction rather than valued directly.

On the consolidated basis the second year's profit is Rs 40,00,000/-. Of that, Rs 37,00,000/- is attributable to the parent's shareholders and Rs 3,00,000/- goes to the outside 30 per cent, which the accounts call the non-controlling interestWhatever portion of a controlled company stayed in other hands. A group set gives that portion lines of its own, so anybody reading can see which part of the profit and the equity was never the parent's shareholders' to claim.. Consolidated equity is Rs 1,59,50,000/-, being Rs 1,49,00,000/- to the parent's owners and Rs 10,50,000/- outside.

A second coincidence turns up in these figures, and it belongs in the same breath as them. The parent's attributable equity of Rs 1,49,00,000/- exceeds its standalone equity of Rs 1,42,00,000/- by Rs 7,00,000/-. The Rs 7,00,000/- is 70 per cent of Chitra Binding Works' Rs 10,00,000/- of profit for the year. The same figure to the rupee sits in the estimated split above as the estimated rise in depreciation and amortisation, and that split is an estimate rather than a disclosure. Both belong to the same purchase, they are not the same rupees, and neither one explains the other. Depreciation arises on assets a business holds and uses. Paying cash for a shareholding creates no such charge in the standalone accounts at all, so no sentence anywhere maps one of those two onto the other.

Does goodwill show whether the buyer paid too much?

No such reading is available: goodwill does not measure whether a buyer paid too much, and three steps below earn that answer.

First, the figure itself. A subtraction. The price handed over, less the share bought of everything that could be named and measured on the day. Two inputs, one operator, one output. The accounts have no line for a view, so there is no third input in which somebody's view of the workshop is recorded.

Second, what never entered it. Not what the workshop was worth. Not what anybody believed about it. Not what else was available at the time. Not what the price would have been had somebody pushed harder or walked away. None of those is in the calculation, none of them is in the statements, and none of them can be recovered from a residual by anybody reading from outside.

Third, why that matters rather than being pedantry. A large residual can arise from a business whose value sits mostly in things nobody puts on a balance sheet, such as a book of long-standing customers or a way of working that took years to build. A small one can arise from a business whose assets are all nameable, such as a shed full of machines. Neither size carries any information about the price. Two buyers could pay the same amount for those two businesses and produce residuals that look nothing alike, and a reader who ranked them by residual would have ranked the two balance sheets rather than the two prices.

Goodwill is an accounting residual and never a measure of overpayment. A reader who wants to know how a price gets arrived at, what it gets tested against, and what a review after the event would look at is asking a real question, and it is a question the material on transactions and corporate finance covers.

What about growing sideways instead of upstream?

A third question sits next to this one and is covered separately: which direction a business should grow in, and what a rival of the same size would add if it were taken over instead of a supplier. Bhavani Register Works is the rival worked there.

The method there is worth borrowing more than the answer: the whole argument is tested against a rival business drawn on purpose to make the test hard. A comparison built to be hard is a teaching device rather than an observation about any trade. Quoting the confession alongside the finding is the difference between borrowing a lesson and manufacturing a discovery.

One sentence follows from that here, and it is the only one needed. Whichever direction a business grows in, upstream into a supplier or sideways into a rival, the question a reader faces afterwards is exactly the same one: which line was the total drawn around? A sideways purchase moves the boundary just as an upstream one does, and a growth rate computed across the wider boundary carries the same silence about the basis. The direction question itself is covered separately under Vertical vs Horizontal Integration.

So what does a reader do when handed a growth rate?

Four steps, in this order, and the first two do most of the work.

One, ask which basis. Name the set of statements the two totals were read off. If the answer does not come back immediately, the rate is not yet a finding, and the honest thing to write next is a request rather than a conclusion.

Two, ask whether the basis is the same at both ends. A rate computed from a narrow first year and a wide second year is measuring a boundary rather than a business. The 22.92 per cent has exactly that shape. So the first year is stated out loud to be the same figure on both bases, on the authority of the working that established it. Where that statement is missing, the rate may still be correct, and the digits alone will not show it.

Three, ask what arrived with something bought. Here that is Rs 25,00,000/- of revenue the boundary adds once internal billing is taken out. State it as a figure, and state the internal billing as a figure too, rather than netting the two silently and printing one number that hides both.

Four, say both rates. Where two bases exist, both are correct, and printing one alone is a choice about what a reader downstream will carry away. A rate without a basis is not a small omission, it is the whole of the measurement missing.

One last honest limit governs everything above. A single decision running through a single year is all that has been watched. One year of one business is enough to show which question to ask, and it says nothing whatever about how the answer usually turns out. Two years of one business is not a sample of anything, so what growth rates typically do stays out of reach.