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VC Analyst · CoreTrack
1Business, Industry & Company Analysis
iBusiness Fundamentals and Models
The Business EcosystemThe Business ModelStakeholdersThe Business Life CyclePlatform BusinessesHow to Build a…The Value NetworkMonetisationUnit EconomicsThe Profit PoolTake RateB2B vs B2C
iiRevenue and Pricing
The Revenue ModelRevenue Growth vs Monetisation…Pricing PowerRecurring RevenueAverage Revenue Per UserARPU vs Average Order ValuePrice DiscriminationGross Margin vs Contribution MarginFixed Costs vs Variable Costs
iiiOperating Model and Supply Chain
The Operating ModelThe Value ChainThroughputThe Supply ChainVertical IntegrationVertical vs Horizontal IntegrationProcurementCapacity UtilisationJust-in-Time vs Just-in-Case InventoryMake vs Buy
ivCustomers and Brands
Brand EquityCustomer LoyaltyCustomer Segments and the JourneyCustomer EconomicsHow to Analyse Customer…Distribution ChannelsCustomer Acquisition Cost
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The Sources of Competitive…Competitive RivalryEconomies of Scale and…Network EffectsSwitching CostsCost Leadership vs DifferentiationHow to Test Whether a Moat Is Eroding
viIndustry Structure and Sector Behaviour
Industry TypesConsolidation and FragmentationSubstitutesBuyer PowerSupplier PowerThe Industry Life CycleHerfindahl-Hirschman IndexSector vs IndustryCompany Analysis vs Industry AnalysisCyclical vs Defensive SectorHow to Apply Porter's…How to Analyse Competitive…
viiMarket Size and Addressable Market
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InnovationResearch and DevelopmentTechnology Adoption and DiffusionThe Product Life CycleProduct Innovation vs Process InnovationDigital TransformationCannibalisationDisruptive InnovationThe Technology S-Curve
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Corporate and Business Strategy ComparedHow to Build Business…How Execution Risk Can…Organic and Inorganic Growth ComparedGrowth Investment vs Capital ReturnOrganisation Design and TransformationHorizontal vs Conglomerate DiversificationCentralised vs Decentralised OrganisationCompany Research vs Investment ResearchHow to Separate Facts,…
xManagement and Governance Quality
Management QualityFounder-Led vs Professional ManagementThe PromoterThe BoardInstitutional OwnershipPromoter Ownership vs Institutional…The Agency ProblemIndependent DirectorsInsider OwnershipHow to Analyse Ownership…How Capital Allocation Shapes…
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xExits
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The Supply Chain: Dependency, Cost and Fragility

A supply chain is the ordered list of outside parties whose work has to happen before one unit reaches one buyer. Anjani Stationers takes paper from a merchant, sends registers to Chitra Binding Works to be bound, and pays a carrier to move them out. Every link costs money, every link can stop, and a pile of stock buys days against a link that stops.

The making of one register, and the coming apart of its price, are covered separately. The earlier working followed Rs 108.00/- from the buyer's hand down through the paper, the works and the carriage until Rs 16.60/- was left, and it reconciled to the paisa. The same sequence runs here, turned round. Instead of asking where the money went, it asks who had to do something for that money to be earned, and what happens on the morning one of them does not.

Two other established facts are doing quiet work here. The first is the published paper account. Unusually, it gives a physical quantity beside a rupee amount: 71,000 reams consumed in the year, 14,000 reams left at the year end, and Rs 28,00,000/- of value sitting on them. A chain is measured in days, and only a physical quantity turns into days. The second is the published fact that Anjani Stationers holds 70 per cent of Chitra Binding Works Private Limited, bought at the start of year two for Rs 21,00,000/-. Holding a supplier changes who keeps the margin on what it does, and it does not remove the link from the chain.

What is a supply chain, and who is actually in one?

Start on a street corner rather than in a works. A tea stall outside one office building looks like a business that depends on nothing. The stall has no contracts, no procurement department and no lorries of its own. Now list the mornings it could fail to open. The dairy could not deliver. The gas cylinder agency could not swap the empty one. The wholesaler could be out of the small clay cups. Three outside parties, three separate ways to be shut for a morning, and the stall holder controls none of them. The three of them are the stall's supply chain, and the list is complete.

The test turned on something particular. The test was not who gets paid. The stall pays a rent, and a landlord on holiday does not stop it opening. The test was not who delivers physical goods either. A licence renewal is not a thing anybody can hold. A supply chain is every outside party whose failure stops the work, and nothing else. Everybody else is a supplier of convenience: useful, paid, replaceable by tomorrow morning without a day being lost.

The test is stricter than it sounds, and it cuts in both directions. The test puts parties into the chain that nobody thinks of as suppliers, such as the single transformer that feeds a shed. The test also throws out parties that get paid a great deal and are still not links: the work would carry on without them for as long as it took to find somebody else. Mapping a chain is not making a list of vendors. Mapping a chain is making a list of ways to be stopped.

Try it out

Which test decides whether a party belongs in a business's supply chain?

Who does Anjani Stationers depend on, link by link?

Anjani Stationers Private Limited is an invented business, and its year two figures are the ones worked on throughout. The business makes one lead product, a hard bound ruled register, and in year two it made and sold 2,50,000 of them at Rs 108.00/- each. Running the test on it brings out three outside parties, in this order.

Paper comes in from a paper merchant. Nothing published names the merchant, so it stays the paper merchant throughout, and the important fact about it is not its name but that it supplies the one input the works cannot substitute in an afternoon. Binding is done by Chitra Binding Works Private Limited, also invented. Anjani Stationers holds 70 per cent of it and bought that holding at the start of year two for Rs 21,00,000/-. Finished registers go out through a carrier, again unnamed, against a carriage and packingThe named cost of getting a finished thing boxed and moved to whoever is buying it. In a cost statement it sits on its own line rather than being folded into the price of the goods. line in the accounts.

Now look hard at the middle one. The binding link is the one most readers quietly delete. Chitra Binding Works is a subsidiaryA company that another company holds enough of to control. It keeps its own name, its own staff and its own set of accounts, and it stays a separate legal person from the company holding it., and a reader who knows that will often treat the binding as though it were happening inside Anjani Stationers, in which case it stops being a dependency at all. It is not. Holding a link does not remove it: if Chitra Binding Works stops binding, Anjani Stationers stops shipping, and the share certificate does not bind a single register. The 70 per cent is a claim on what Chitra Binding Works earns. The holding is not a substitute for the work, and it is not a promise that the work happens.

There is a second thing the 70 per cent does not do, and it is worth naming. The other 30 per cent of Chitra Binding Works belongs to holders outside the group, a non-controlling interestThe part of a controlled company held by somebody other than the company controlling it. Those holders keep their share of what it earns, and how that share is presented in a combined set of accounts is a financial accounting subject., and they keep their share of what it earns. The amount the group as a whole really carries for binding is therefore not the same as the amount Anjani Stationers is invoiced. Working that out properly asks whether a step is worth holding at all, and it is taken up under Make vs Buy: Whether a Step Is Worth Owning at All.

ANJANI STATIONERS: THE WHOLE CHAIN, TOP TO BOTTOM Rs 108.00/- comes in from the buyer for one hard bound 200 page register. THE PAPER MERCHANT supplies reams of paper If this stops, the work stops. Rs 59.40/- a register ANJANI STATIONERS PRIVATE LIMITED cuts and prints the sheets in its own works This is the business the chain is being drawn for. CHITRA BINDING WORKS PVT LTD binds them. 70 per cent held by Anjani. If this stops, the work stops. Rs 3.20/- a register Held, and still a dependency. THE CARRIER moves the finished registers out If this stops, the work stops. Rs 2.40/- a register Three outside parties, three ways to be stopped. The 70 per cent held in the binder changes who keeps the margin on binding. It removes nothing from this drawing.
Anjani Stationers sits between three outside parties, and a stop at any one of them stops the work, including at the one it holds 70 per cent of.
Try it out

Anjani Stationers holds 70 per cent of Chitra Binding Works and has its binding done there. What does that holding remove from the chain?

What does each link cost, and why do the three not add up?

Put a rupee on every link and the chain stops being a diagram. Against the Rs 108.00/- that comes in for one register, paper costs Rs 59.40/-, binding costs Rs 3.20/- and carriage and packing costs Rs 2.40/-. The binding figure is not a new number: Chitra Binding Works invoiced Anjani Stationers Rs 8,00,000/- for binding in year two, and Rs 8,00,000/- spread across 2,50,000 registers is exactly Rs 3.20/- each.

The paper figure is the one to sit with. The paper merchant takes 55.00 per cent of every rupee the buyer pays, and takes it at the very first link, before a single register exists. More than half the price of the finished thing has already left the business by the time the sheets are stacked in the yard. The share is not a fault, and it is not unusual in a converting business; it is simply what it means to buy a lot of one material and add work to it. But it shows immediately where a chain like this is fragile, and where a rupee saved is worth chasing.

WHERE THE FIRST LINK SITS IN THE Rs 108.00/- A BUYER PAYS Anjani Stationers is invented. The whole bar is one register at its realised price. half of Rs 108.00/-, being Rs 54.00/- Rs 59.40/- Rs 48.60/- to the paper merchant 55.00 per cent of the price stays behind to cover binding, carriage, the works and whatever is left over 45.00 per cent of the price The dark fill marks one thing only: money that leaves at the first link, before anything has been made.
More than half of the Rs 108.00/- a buyer pays leaves the business at the very first link, which is what the dark part of the bar crossing the halfway line means.

Now the part that stops most readers cold, and it is worth slowing down for. On the face of it the working has just contradicted itself. The three link costs add up: Rs 59.40/- plus Rs 3.20/- plus Rs 2.40/- is Rs 65.00/-. But the variable cost of one register at Anjani Stationers is Rs 61.80/-, a smaller figure. Three of the numbers are outside parties being paid, one of them is a published cost per register, and Rs 65.00/- is bigger than Rs 61.80/-. Something looks broken.

Nothing is broken, and the reason is the most useful thing in this section. Where a cost sits in the accounts is decided by whether it moves with volume, not by whether it is paid to an outside party. Anjani Stationers' only bought in costs that move with volume are paper and carriage, so Rs 59.40/- and Rs 2.40/- together are the whole of the Rs 61.80/- of variable cost a register. The Rs 3.20/- of binding is not in there at all. The binding sits inside the Rs 29.60/- of works costThe cost of running the place where the making happens: the shed, the machines, the people on them, and anything bought in to keep them running. It is a cost accounting label rather than a line any buyer ever sees. a register, and the Rs 29.60/- splits into Rs 3.20/- of binding and Rs 26.40/- of everything else. Every one of the four figures is right, and they were never all in the same place.

Two honest warnings go with that paragraph. The first is that sorting costs into the ones that rise with the count of registers and the ones that stay put is a judgement made while reading the accounts, and never something a statement discloses on its face. Anybody quoting the Rs 61.80/- and the Rs 29.60/- is quoting an assumption, and ought to say so out loud. The second is that Rs 65.00/- is not a wrong number, it is a number that answers a different question. Rs 65.00/- is what three outside parties are paid for one register. The total is simply not a line in any statement, and treating it as one is what produces the apparent contradiction.

THE THREE LINK COSTS DO NOT LIVE IN ONE PLACE Anjani Stationers is invented. Every figure below is per register, on its year two working. Rs 59.40/- + Rs 3.20/- + Rs 2.40/- = Rs 65.00/- Not a line in any statement, and not comparable to Rs 61.80/-. VARIABLE COST A REGISTER, Rs 61.80/- Paper, to the merchant Rs 59.40/- Carriage and packing Rs 2.40/- The only bought in costs that move with volume. WORKS COST A REGISTER, Rs 29.60/- Binding, invoiced by Chitra Rs 3.20/- Everything else in the works Rs 26.40/- Paid outside, and it still does not move with volume. The split between the two panels is an assumption made when the accounts were read, never a disclosure.
Only the paper and the carriage rise and fall with the count of registers, so the Rs 3.20/- of binding sits somewhere else entirely and the three link costs never add to one line.
Try it out

Paper is Rs 59.40/- a register, binding Rs 3.20/- and carriage Rs 2.40/-, which is Rs 65.00/-. Variable cost a register is Rs 61.80/-. Which statement is right?

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How many working days of production does the paper on the floor cover?

Here is where a chain stops being a picture and becomes a duration. Anjani Stationers consumed 71,000 reamsA standard bundle of paper, five hundred sheets of it. Paper is bought, counted and stored in reams, so a pile of paper is a count of reams long before it is an amount of money. of paper across 250 working days. Divide and the works draws 284 reams every working day it runs, and turns out 1,000 registers a working day from them. At the year end 14,000 reams were left. Divide again: 14,000 reams at 284 reams a day is 49.30 working days.

Read that number carefully. The 49.30 is not an amount of anything but a length of time. Cover answers one question and one question only: how long the making can continue if nothing arrives. A pile of 14,000 reams is not a business that is richer by 14,000 reams. A pile of 14,000 reams is a business that is 49.30 working days harder to interrupt than it would be with an empty yard.

Every household in the country understands this without being taught it. A spare gas cylinder behind the door does not make a household wealthier by one cylinder. The spare cylinder makes that household three weeks harder to stop cooking. Nobody who keeps that spare cylinder thinks of it as an asset; they think of it as three weeks. The instinct is exactly right, and a stock of paper is doing the same thing in a works.

14,000 REAMS, DRAWN DOWN AT 284 A WORKING DAY Anjani Stationers is invented. The pile is the published closing stock and nothing is arriving. 14,000 0 REAMS LEFT 10 20 30 40 50 60 WORKING DAYS WITH NOTHING ARRIVING 49.30 working days, and the yard is empty after 21 working days, 8,036 reams still left the slope is 284 reams a working day
A pile of 14,000 reams drains at 284 reams every working day and lasts 49.30 working days, which makes it a duration rather than an amount.
Try it out

71,000 reams were consumed across 250 working days and 14,000 reams were left. How many working days of production does the pile cover?

Why does one pile of paper give two different day counts?

Because there are two rulers, both of them in common use, and they measure different things. The pile that came to 49.30 working days above comes to 68.82 days when it is measured the other way, and the other way runs as follows. The closing paper stock is carried at Rs 28,00,000/-. Materials consumedThe accounts line for the raw material actually used up during a period, as against the material bought during it. The two differ by whatever the stock pile did over the period. in the year came to Rs 1,48,50,000/-. Rs 28,00,000/- against Rs 1,48,50,000/-, spread across 365 calendar days, reads 68.82 days.

One ruler divides rupees by rupees across every day of the year, and the other divides reams by reams across the days the machines run, so they are answers to two different questions. Both are correctly computed. Neither is a mistake. The two rulers differ in both halves of the fraction: one counts money and one counts sheets, one runs over a calendar and one runs over a shift roster.

Give each of them its proper name. The names are what stop the two being swapped. 68.82 days is the accounting cover. The accounting cover belongs with the accounts, it is comparable across years and across businesses, and it is the figure that turns up in a working capital note. 49.30 working days is the operating cover, and it is the only one of the two that answers how long production can actually go on. The gap between them is more than nineteen working days of production, and nineteen working days is neither a rounding difference nor a detail.

ONE PILE OF PAPER, TWO RULERS, BOTH CORRECT Anjani Stationers is invented. Both figures are computed from its published year two account. THE OPERATING COVER Counts: 14,000 reams Divided by: 284 reams a working day Across: the 250 days the works runs 49.30 working days How long production can go on. THE ACCOUNTING COVER Counts: Rs 28,00,000/- of stock Divided by: Rs 1,48,50,000/- consumed Across: 365 calendar days 68.82 days How the accounts describe the stock. 49.30 working days 68.82 days more than nineteen working days of production The two bars are not measured on the same ruler, and that is the whole of the point being made here.
One pile measured with two different rulers gives 49.30 and 68.82, and the rulers differ in what they count and in how many days they spread it over.
India

The legal form, and the working year

Private Limited is an Indian company form, and the register of forms is kept by the Ministry of Corporate Affairs at mca.gov.in. An invented business still needs a form written after its name, and Private Limited is the form used.

The 250 working day year is this business's own shift calendar and nothing more. No rule sets it, no standard requires it, and a works keeping a different holiday list will divide by a different number and get a different cover.

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What is Just-in-Time, and what does it need to work?

Just-in-Time is an arrangement in which an input arrives close to the moment it is used. Cover is deliberately short, very little money sits on the floor as stock, and the yard at the start of any given week holds not much more than that week needs. Applied to Anjani Stationers it would mean a paper pile measured in a handful of working days rather than in the high forties.

Just-in-Time has requirements, and they are requirements rather than preferences. Just-in-Time needs a supplier that delivers reliably and a short lead timeThe waiting a supplier imposes: an order placed today is filled only after however many days that supplier and that route need. A buyer can bargain over it but never simply decide it., and where either of those is missing the arrangement does not work as described. A merchant who is dependable but takes six weeks to ship cannot supply a business running on a week of cover, and neither can a merchant next door who is unreliable. Both conditions have to hold at once. The definition stops there. Nothing in it makes Just-in-Time better, cheaper, more modern or more correct than a long cover; it makes it one setting of the same quantity.

What is Just-in-Case Inventory, and is it a different system?

Just-in-Case inventory is an arrangement in which cover is deliberately long enough to outlast an interruption the business expects. Because the flow comes off the floor rather than off a lorry, the input keeps reaching the machines through a stretch when the supplier is not supplying anything at all. Anjani Stationers at 49.30 working days of cover is plainly running this way, whether anybody in the business ever used the phrase or not.

Now hold the two definitions next to each other and look at what actually differs. Not the machines, not the accounting, not the industry, not the era. Just-in-Time and Just-in-Case are two settings of one dial and not two different systems, and the dial reads in days of cover. Turned down, less money sits on the floor and less time stands between the works and a stall. Turned up, both of those reverse. Cover is one quantity, held short or held long.

How far to turn that dial for a given business is a separate exercise with its own arithmetic, and it is worked through under Just-in-Time vs Just-in-Case Inventory: How Much Cover to Hold.

ONE DIAL, READ IN DAYS OF COVER No line is drawn on this scale: where the dial should sit is a separate question. 0 10 20 30 40 50 60 WORKING DAYS OF COVER TURNED DOWN: JUST-IN-TIME less on the floor, less time before a stall TURNED UP: JUST-IN-CASE more on the floor, more time before a stall Anjani Stationers at the year end 14,000 reams, 49.30 working days Same dial, same units. Where it should sit for any given business is worked out somewhere else.
Just-in-Time and Just-in-Case are the same dial at two settings, and the dial reads in days of cover rather than in kinds of business.
Try it out

What is the difference between Just-in-Time and Just-in-Case inventory?

How Supply-Chain Disruption Affects a Business: what does a stall actually do?

Almost nobody predicts the shape of this correctly, including people who have run works for years, and the reason is that the shape is unlike anything else in a set of accounts. Ask what a supplier stalling costs and the instinct is to reach for something proportional: half as long a stall, half as much damage. The damage is not proportional.

Nothing visible happens at all, for a long time, and then output stops dead. A stall costs nothing until it outlasts the cover, and from that moment it costs a whole production day for every further day. While the buffer is being eaten, the machines run at their normal rate, the registers come out at their normal count, the statements look exactly as they always looked, and the only thing changing is a pile in the yard that nobody outside the works can see. Then the pile ends, and the next morning the count is zero.

Put the published posture under it. Anjani Stationers finished the year with 49.30 working days of cover. Let the paper merchant stop for 21 working days, a month of trading days and a serious event by any reading. The cost, in production, is nothing at all. Not one register is lost. 21 sits comfortably inside 49.30, and the pile absorbs the whole interruption. After those 21 days the works has drawn 5,964 reams and still has 8,036 reams in the yard, another 28.30 working days of cover.

Now take the sentence that people draw from an experience like that. The real damage lives in it. Having survived a 21 day stall untouched, a works can very reasonably conclude that stalls of that kind do not hurt it. The conclusion is false and the evidence is genuine, the worst combination there is. The absence of damage during a stall is not evidence that the stall was harmless, only evidence that the buffer had not run out yet. A chain can look completely healthy right up to the day it is not, and it will look healthiest on exactly the days it is being quietly eaten.

Try it out

Anjani Stationers holds 49.30 working days of cover. The paper merchant stops for 21 working days. Before the slider moves: how much production is lost?

Play with it

Stretch the stall and find the day the answer stops being none at all.

One thing moves here and it is the length of the paper stall, in whole working days. The cover is held exactly where the published account left it, at 14,000 reams and 49.30 working days, and it is fixed. The slider starts exactly where the working above left off, at a stall of 21 days, and reads nothing lost. Drag right and watch the second bar grow inside the first without any consequence at all, until the moment its end passes the marker, after which every further day of stall is a whole day of production that does not happen. Everything in this panel is a physical count: working days, reams and registers.

A PAPER STALL LAID AGAINST THE PILE THAT HAS TO OUTLAST IT Anjani Stationers is invented. The pile is held fixed at 14,000 reams, which is 49.30 working days.
A paper stall of 21 working days eats 21 working days out of the 49.30 working days of cover on the floor, and costs no production at all, because the pile outlasts it.
Cover on the floor, held fixed
49.30 working days
Length of the stall
21 working days
Reams left when it ends
8,036 reams
Cover still standing after it
28.30 working days
Production days lost
0.00 working days
Registers not made
0 registers
Educational illustration. Anjani Stationers is an invented business and every figure in this panel belongs to it and to no real one. The cover is held at the published 14,000 reams throughout and cannot be moved here. How much cover to hold is worked out elsewhere. The works is taken to run 250 days a year, to consume 284 reams on each of them and to turn out 1,000 registers from them, and the stall is in paper only.
Try it out

The slider has moved from 0 to 80 working days. What shape does the loss make?

FLAT, THEN A CORNER, THEN A STRAIGHT CLIMB Anjani Stationers is invented. Cover is held at 49.30 working days throughout this drawing. 0 10,000 20,000 30,000 REGISTERS NOT MADE 20 40 60 80 LENGTH OF THE PAPER STALL, IN WORKING DAYS 49.30 working days: the pile runs out here a 21 day stall: nothing lost 1,000 registers for every further working day 30,704 at 80 days
The cost of a stall is flat at nothing while the buffer lasts, turns a corner when the pile empties, and then climbs by a whole production day for every further day.
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Why can paper be stockpiled and binding cannot?

Look back at the chain drawing and count the buffers. The paper link has one, 14,000 reams deep. The carriage link has something like one: finished registers can wait on a floor for a few days without anybody minding much. The binding link has nothing at all, and no amount of money or space could give it one.

The reason is a difference in what is being bought rather than a difference in how well anybody is managing. A ream is a thing. A ream can be stacked in a corner, and next March it is still a ream. An hour of binding is not a thing, it is work being done at a moment. A service cannot be stockpiled, so a service link carries no cover at all. If Chitra Binding Works does not bind on Tuesday, Tuesday's binding is gone, and no amount of Wednesday brings Tuesday back.

The claim is about how the chain is shaped rather than about how busy the works happens to be, and the two get confused constantly. Machine rates, rated capacity and how full the works runs are a separate matter; how much of the works is in use, and how that is measured, is taken up under Capacity Utilisation: How to Compute It and What It Hides. The claim here is narrower and more structural: the paper link and the binding link fail in different ways, and only one of the two can be defended by holding stock.

ONE LINK CAN BE STOCKED. THE OTHER CANNOT BE, AT ANY PRICE. Anjani Stationers is invented. Both panels describe its own chain at the year end. A THING CAN BE STACKED reams 14,000 of them in the yard, and next March they are still reams. Buffer: 49.30 working days. AN HOUR CANNOT BE STACKED MON TUE WED THU FRI Tuesday's binding did not happen, and it cannot be moved into Wednesday, because nobody was holding a stock of Tuesdays. Buffer: none, at any price. Two links, two different ways of failing, and only one of them can be defended by holding stock.
Reams can be stacked and binding hours cannot, so one link carries a buffer measured in working days and the other carries none at all.
Try it out

Which link in Anjani Stationers' chain cannot be given a buffer at all?

What goes wrong when the wrong cover figure is quoted?

The mistake below is not made by a careless person. A competent planner makes it, reading a real number correctly off a real statement, and that is precisely why it survives review meetings.

The nineteen day error, and what it costs

The works asks a simple question: if the paper merchant stops, how long can production continue? The planner does the sensible thing and goes to the figure the accounts already carry, inventory days at 68.82, and reports that the works is covered for roughly sixty eight days. A shutdown plan gets built on that answer, and so does whatever the business tells its buyers about delivery.

The works is covered for 49.30 working days. The planner has answered a production question with the accounting cover and is out by more than nineteen working days of production. The two figures differ in both halves of the fraction: 68.82 divides rupees of stock by rupees of consumption across 365 calendar days, and 49.30 divides reams by reams across the 250 days the machines actually run. Neither figure is wrong. The planner picked the wrong one, and picked it because it was already computed and already printed.

The fix is one sentence long. A question about how long the machines can keep running is answered in reams, the unit the machines consume, and across 250 days, the days they run.

THE ARTEFACT: A SHUTDOWN NOTE BUILT ON THE WRONG COVER Anjani Stationers is invented, and so is this note. Both cover figures on it are correctly computed. SHUTDOWN CONTINGENCY NOTE, PAPER SUPPLY Question from the works: if the paper merchant stops, how long can production continue? Answer taken from the accounts: inventory days = 68.82 Plan built on: about sixty eight days of continued running REAMS, NOT RUPEES. 250 DAYS, NOT 365. THE WORKS IS COVERED FOR 49.30 WORKING DAYS. Out by more than nineteen working days of production. Both figures were correctly computed. Only one of them was answering the question that was asked.
A question about how long the machines can run is answered in the unit the machines consume, which is reams, and across the days they run, which is 250.
Try it out

A planner is asked how long the works can keep running if paper stops, and answers sixty eight days from the inventory days figure in the accounts. What has gone wrong?

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How does anyone map a chain they have never seen before?

Three questions, asked in order, and the map is drawn. A lender doing a site visit is asking those three while walking round the yard, an analyst is asking them when a filing mentions a single supplier, and a household is asking them without calling them anything when it decides whether to keep a spare cylinder.

The three questions that map any chain

One. Who stops the work if they stop? Not who is paid, not who is large, not who signs a contract. A lender walking through Anjani Stationers' yard is looking for the parties whose absence closes the shed, and the answer there is three: a paper merchant, a binder and a carrier. The binder being 70 per cent held does not take it off the list.

Two. How many working days of that input are on the floor right now? Not how many rupees. Days, computed in the unit the works consumes and across the days it runs. For paper, on the published account, that is 49.30 working days. An analyst who takes the accounting figure instead gets 68.82 and has answered a different question by more than nineteen working days.

Three. Can that input be stockpiled at all? The third question is the one people forget, and it is the one that decides how fragile a chain really is. A link with no possible buffer cannot be protected by any amount of stock. Ask it at Anjani Stationers and the binding link answers immediately: no. The fragility lives in the binding link, and no yard full of paper touches it.

Three answers and the chain is drawn. Notice that none of the three asks how much cover should be held. None of them has to: the map has to exist before that question can be posed sensibly.

THREE QUESTIONS, IN THIS ORDER, AND THE CHAIN IS DRAWN The order matters: the third question cannot be asked until the first has named a party. 1 Who stops the work if they stop? Three at Anjani Stationers: merchant, binder, carrier. 2 How many working days of it are on the floor? Days, in the unit the works consumes: 49.30 for paper. 3 Can that input be stockpiled at all? The one people forget. Binding answers no, and no yard of paper helps. None of the three asks how much cover to hold. That question comes after the map, not before it.
The three questions that map a chain are asked in order, and the last of them is the one people forget and the one that decides how fragile the chain is.
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What is settled elsewhere

How much cover Anjani Stationers or anybody else should hold is settled elsewhere. Turning the dial is weighed separately, with its own arithmetic, under Just-in-Time vs Just-in-Case Inventory: How Much Cover to Hold. Whether 49.30 working days is too much, too little or about right depends on how often that particular merchant stalls and for how long. How the paper in the yard came to be carried at Rs 28,00,000/- is a question about how stock is valued, and it belongs to financial accounting: the word first-in-first-outOne of the rules an accountant may use to decide which cost attaches to the stock still on the floor at a period end. Which rule applies, and what it does to the resulting figure, is settled in financial accounting rather than here. is a signpost here rather than a subject.

How much of the works is in use, and what that does to margin, is taken up under Capacity Utilisation: How to Compute It and What It Hides. Whether holding the binder was the right move at all belongs with Make vs Buy: Whether a Step Is Worth Owning at All, and so does the way the 30 per cent held outside changes what binding really costs the group.

One more thing the arithmetic does not supply, and this is worth being blunt about. The arithmetic of a stall gives the length at which damage starts. The arithmetic gives nothing whatever about how often a stall of that length happens, and there is no formula anywhere that will supply it. Frequency is a judgement about a particular merchant, a particular mill and a particular season, and anyone who claims it falls out of a calculation is selling the calculation.

Common Size and Trend Analysis teaches you to make three years of statements comparable and see what moved.

What was consulted, and what was it consulted for?

Two entries, and neither of them supplies a figure. The two entries name the places a reader might reasonably want to check something: the register that holds the company form written after two invented names, and the earlier reading in this series where the price of a register was first taken apart.

Who holds itWhat to look forSite
Ministry of Corporate AffairsThe register of Indian company forms. The words Private Limited sit correctly after two invented names because of itmca.gov.in
These notesThe earlier reading on where the money goes as one register is made, which is where Rs 108.00/- was first taken apart line by linefinmaverick.com

Anjani Stationers Private Limited and Chitra Binding Works Private Limited are invented.
Educational material. Not advice on any investment, tax, budget or market position.

Covered in this topic

Subtopics

Just-in-TimeJust-in-Case InventoryHow Supply-Chain Disruption Affects a Business
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