Turnaround vs Debt Restructuring: One Ratio, Two Routes

A turnaround and a debt restructuring reach the same ratio from opposite ends: one lifts the earnings, the other cuts the borrowing. Meghdoot Coated Products Limited reaches 3.5 times either by writing down Rs 690 crore, or by lifting earnings before interest, tax, depreciation and amortisation (EBITDA) from Rs 60 crore to Rs 257.14 crore, or by any combination between those two ends.

The answer rests on arithmetic so plain it is easy to walk past. A leverage ratio has a top and a bottom. Borrowing sits on top, earnings sit underneath, and there are exactly two things that can be done to a fraction. Make the top smaller. Make the bottom bigger. The menu has no third item. Every plan anybody has ever put in front of a lender is some mixture of those two moves. Seen that way, the two routes stop looking like rival philosophies. The two routes are the two terms of one fraction, pushed from opposite sides.

Three things behind the arithmetic were settled earlier and are taken as given. The first is the position itself: Meghdoot Coated Products Limited is unlisted, invented for teaching, and its creditor list divides into Rs 620 crore of secured claims and Rs 280 crore of unsecured ones, against total borrowings of Rs 900 crore and EBITDAThe operating earnings line that sits above interest, tax and the two write-off charges. The figure is taken as given and divided into rather than rebuilt. of Rs 60 crore. The second is the write-down range at three judged levels of sustainable borrowing. The third is the pair of ranking rules, strict and in proportion. Both are worked with the base of every percentage named out loud.

What are the two routes actually doing to the same ratio?

The position comes first, ahead of either route. Meghdoot Coated Products Limited carries borrowings of Rs 900 crore. Underneath them sit earnings of Rs 60 crore before interest, tax and the two write-off charges, and the one divided by the other is 15.0 times. No repayment schedule anybody could write services that. The record carries no interest rate, no maturity and no debt serviceThe interest and the scheduled repayment a borrower has to pass out over a period. Neither one is available here, so no coverage figure is computed. figure, so the case for doing something rests on the ratio alone rather than on a missed payment.

The two routes are not alternatives with different beliefs behind them; they are the two terms of one fraction, and every plan is a point on the line between them. A debt restructuring takes the top of the fraction and pulls it down. A turnaround takes the bottom and pushes it up. Neither one has a monopoly on the destination. If the business is judged able to carry 3.5 times its earnings, then Rs 900 crore over 3.5 and 3.5 times Rs 60 crore are two ends of the same question, and they meet in the middle at every point along the way.

The household version has the same shape, and it costs nothing to see it there first. A borrower is paying an instalment their salary cannot cover. Two things can fix that. The instalment can come down, by agreement with whoever set it, or the salary can go up. Most people in that position quietly try both. The two moves do not behave alike. The instalment can be renegotiated this month and written into a paper. The second income can only be hoped for, worked at, and reported afterwards. The difference between a signed reduction and a hoped-for income separates the two routes from here on.

One thing has to be said plainly before any arithmetic runs. The 3.5 times used throughout is a judgement about what this business can carry, not a measured property of it. Nobody weighed it. Somebody decided it. The three levels of 3.0, 3.5 and 4.0 times exist precisely because presenting a single number would hide that the number was chosen. Everything below inherits that judgement, and the sensitivityHow far a conclusion travels when one assumed input is moved and everything else is left exactly where it was. of the comparison to that single number shows how much of the argument it is quietly carrying.

What does the pure debt route look like on these figures?

Take the earnings exactly as they are and change nothing about the business. Rs 60 crore is what Meghdoot Coated Products Limited makes, and at a judged sustainable 3.5 times the borrowing it can carry is Rs 210 crore. Everything above that has to go. Take that Rs 210 crore off the top and Rs 690 crore has to be surrendered. Measured on the Rs 900 crore owed, the surrender is 76.7 per cent. The record rounds the surrender to 77 per cent, and 76.7 per cent is that same figure carried to one decimal.

A single number would hide that a judgement was made. Run the same instruction at the other two judged levels. Set the sustainable level at 3.0 times and Rs 180 crore stands. Against the Rs 900 crore owed, the Rs 720 crore surrendered is 80.0 per cent. Move to 3.5 times and Rs 210 crore stands, leaving Rs 690 crore to go, or 76.7 per cent on that same base. Take 4.0 times and Rs 240 crore stands, so the Rs 660 crore given up is 73.3 per cent.

Every party at the table can compute this version of the plan today, and nobody has to believe anything for it to be true. The inputs are the Rs 900 crore already owed, the Rs 60 crore already earned, and one judgement everybody can argue about in the open. There is no forecast anywhere in it. Put the two amounts side by side and the total is the Rs 900 crore owed: Rs 210 crore still standing, Rs 690 crore gone. Nothing is pending.

The cost of the pure debt route is equally visible. If Rs 210 crore is all that remains against Rs 900 crore of claims, then everybody together recovers 23.3 per cent, struck on the Rs 900 crore owed. The 23.3 per cent is not a forecast either but what the pot divides into, and the two ranking rules decide who inside the queue actually receives it.

What does the pure earnings route require?

Now reverse which term may be touched. The Rs 900 crore stays exactly where it is, the same judged 3.5 times holds, and the question becomes what the bottom of the fraction has to be. Rs 900 crore divided by 3.5 is Rs 257.14 crore of EBITDA. Set beside the Rs 60 crore the business earns now, the requirement is 4.29 times what it makes today. Another Rs 197.14 crore of annual earnings has to be found in a business that currently produces Rs 60 crore.

Nothing in the record sets out a route to Rs 257.14 crore, so the requirement can be stated and cannot be judged achievable. That distinction is not a dodge. Stating a requirement is arithmetic and anybody can check it. Assessing whether a business can quadruple its earnings is a judgement about markets, capacity, pricing and management, and it needs a plan, a cost and a timetable that simply do not exist here. A confident answer would mean inventing all three.

The earnings route is not the same thing as operational improvementThe work of making a business earn more: pricing, cost, product mix, capacity, working practices. The work is a management subject rather than a transaction one.. Making a business earn more is a management discipline rather than a transaction question, and it is set out under operational improvement. The arithmetic of the earnings route states only what such an improvement would have to deliver before the ratio moved, and that number is large.

There is a softer version of this route that people reach for, and the record cannot support it either. Instead of cutting what is owed, change when it falls due: re-termingChanging when amounts fall due, and over how long, without changing how much is owed in total. the borrowing so the same Rs 900 crore is repaid over a longer stretch. The record carries no maturity, no rate and no repayment schedule, so the re-terming argument can be made in words and not in figures. The move therefore has a name but no arithmetic behind it.

What does any combination between them look like?

Almost nothing real sits at either end, so the useful arithmetic is the arithmetic of the middle. Pick a single point and work it fully. Assume EBITDA of Rs 100 crore. At the judged 3.5 times that carries Rs 350 crore of borrowing, so Rs 550 crore has to go instead of Rs 690 crore, and against the Rs 900 crore owed the Rs 550 crore surrendered is 61.1 per cent rather than 76.7 per cent. Whatever is not written down is still owed, so the pair recovers the full Rs 900 crore between them: Rs 350 crore standing and Rs 550 crore surrendered.

Aggregate recovery moves with it. Rs 350 crore against Rs 900 crore of claims is 38.9 per cent, up from the 23.3 per cent the pure debt route produced. The improvement is large, and where it came from is worth being precise about. At 3.5 times every Rs 10 crore of earnings carries Rs 35 crore, so the assumed extra Rs 40 crore of EBITDA buys Rs 140 crore of borrowing capacity. The lift in recovery is not generosity from anybody but Rs 40 crore of assumed earnings, multiplied by the judged multiple.

Walk further along and the same arithmetic keeps working. Assume Rs 200 crore of EBITDA and the business carries Rs 700 crore, leaving only Rs 200 crore to be given up. On the base of everything owed, that surrender is 22.2 per cent. Keep going to Rs 257.14 crore and the write-down disappears entirely. Every point on this line reaches the identical 3.5 times, and what separates them is not the destination but how much has to happen first.

Which of the two is certain and which is a forecast?

Here the two routes stop being symmetrical. A write-down is certain, immediate and documented. A write-down has an amount, a date and a signature, and the moment the paper is signed the parties giving it up have given it up. An earnings recovery is a forecastA figure someone expects to arrive later. Nothing has yet made it true, and that is what separates a forecast from a figure already agreed.. An earnings recovery has a number and a hope attached to the number, it takes time, and no signature makes it happen.

A plan that reduces the write-down by assuming a recovery has exchanged a certain loss for a smaller certain loss plus a risk. The parties accepting that swap are usually not the parties who control whether the recovery arrives. The split of risk from control is where the asymmetry turns from an observation into a problem. The lenders sign away Rs 550 crore today. The Rs 100 crore of EBITDA has to be produced by the business, by its management, in its markets. The party carrying the risk and the party doing the work are not the same party, and nothing in the paper changes that.

None of this makes the middle wrong. Plenty of restructurings that assumed a recovery got one. The point is narrower and harder to argue with: two figures set side by side in the same units are not the same kind of thing, and presenting them as though they are is the mistake. Rs 690 crore is a quantity. Rs 550 crore is a quantity attached to a condition. Whenever they are compared without the condition being stated, something has gone missing between the arithmetic and the sentence.

The panel below walks the whole line. Every setting reaches the same 3.5 times, and the drawing splits the Rs 900 crore into three parts so the condition stays visible: the part today's earnings already carry, the part that only exists if the assumption arrives, and the part surrendered on signature. The part carried by today's earnings never changes size at any setting, so a failed assumption returns the borrowing to exactly that boundary.

What happens if the assumed earnings never arrive?

Take the named middle point and let the assumption fail. The paper has been signed, Rs 550 crore is gone, and Rs 350 crore of borrowing remains. Earnings stay where they were. Set the Rs 350 crore still standing on top of Rs 60 crore of actual earnings and the ratio reads 5.83 times, against a plan built to reach 3.5 times. The 5.83 times is better than the 15.0 times the business started at, and nowhere near the ratio the plan promised.

A second restructuring follows. The parties negotiating it have already surrendered Rs 550 crore, and have very much less left to give. The arithmetic of that second conversation is worth doing, because it is uncomfortable and it is forced. To reach 3.5 times on unchanged earnings of Rs 60 crore, the borrowing has to come down to Rs 210 crore. The borrowing currently sits at Rs 350 crore. So a further Rs 140 crore has to go, and adding that to what was surrendered the first time brings the running total to Rs 690 crore.

Read that total again. Rs 690 crore is exactly what the pure debt route asked for at the very start. The Rs 140 crore the plan appeared to save and the Rs 140 crore the second negotiation then demands are one and the same amount, and that is forced arithmetic rather than a coincidence: both are the borrowing that Rs 40 crore of assumed earnings was carrying, and when the earnings do not arrive the borrowing they were carrying does not either. The difference between the two paths is not the destination. The difference is that one path arrived there in a single negotiation and the other took two, with a period of uncertainty in between.

How does the assumed multiple move the whole comparison?

Everything so far has held the sustainable level at 3.5 times. Loosen that one judgement and watch how much of the argument it was quietly carrying. On the earnings side, Rs 900 crore over 3.0 is Rs 300 crore of EBITDA and Rs 900 crore over 4.0 is Rs 225 crore, so the requirement moves by Rs 75 crore without a single fact about the business changing. On the debt side, hold the earnings still at Rs 60 crore and judge it at 3.0 times: Rs 720 crore has to go. Judge the same business at 4.0 times and Rs 660 crore does. Rs 60 crore separates them.

The Rs 60 crore spread looks like a figure pasted twice and is worth pausing on. The spread equals the EBITDA, and the match is forced rather than curious: the two outer levels are one whole turnOne whole step of a multiple. On earnings of Rs 60 crore, one turn is Rs 60 crore of borrowing capacity, so a spread of one turn and the earnings figure come to the same number. apart, and one turn on Rs 60 crore of earnings is Rs 60 crore of borrowing capacity by construction. The Rs 75 crore on the other side is forced in the same way: Rs 900 crore divided by 3.0 and by 4.0 differ by Rs 900 crore over 12.

No comparison of the two routes means anything at all until the multiple behind it has been said out loud. A person arguing for the earnings route at 4.0 times and a person arguing for the debt route at 3.0 times are not disagreeing about routes. Both are disagreeing about a judgement, and dressing it up as a disagreement about strategy. The first question to ask of any plan of this kind is not which route it takes but what it assumes the business can sustainably carry. That assumption sets both ends of the line before anybody chooses a point on it.

Why are the two almost always done together?

The arithmetic answers the question without any appeal to what practitioners do, and that makes the answer checkable. Consider what each pure end asks for. The pure debt route asks for Rs 690 crore, or 76.7 per cent of everything owed. No lender is ever going to agree to a reduction that large in one conversation. The pure earnings route asks for EBITDA to reach Rs 257.14 crore. No party at the table controls that outcome, so nobody there can commit to it.

Real plans sit in the middle because each pure end asks for something nobody will give, and the middle is therefore a choice about how much of the result is being assumed rather than a compromise between two philosophies. That reframing matters. A compromise implies two positions being met halfway and both sides giving up something they wanted. Something different is happening: every point on the line reaches the same ratio, so nobody is giving up the destination. The negotiation is over the split between the part settled on signature and the part conditional on something happening later.

So the useful question in the room is never the one people ask. The question is not whether to restructure the borrowing or to fix the business. The question is this: of the ratio the parties agree is needed, how much is being settled now and how much is being assumed? Asked that way, the discussion moves from strategy to evidence, and the parties are at least arguing about the same thing.

What does the whole comparison look like on one business?

Bring it together on Meghdoot Coated Products Limited. The company is unlistedDescribes a company whose shares nobody can buy or sell on an exchange, so no market price for it exists at all.. Its creditor list holds Rs 620 crore of secured claims alongside Rs 280 crore of unsecured ones, so the borrowings come to Rs 900 crore. Beneath the whole of it sit earnings of Rs 60 crore, and the two make 15.0 times. Keep 3.5 times fixed as the judged level all the way through. End one is the pure debt route: Rs 210 crore supported and Rs 690 crore surrendered. On the base of everything owed the surrender recomputes to 76.7 per cent, the record states it as 77 per cent, and aggregate recovery lands at 23.3 per cent struck on that same base. End two is the pure earnings route: Rs 900 crore at 3.5 times calls for EBITDA of Rs 257.14 crore, or 4.29 times the current Rs 60 crore, and for no write-down whatever. The named middle point sits between them: Rs 100 crore of assumed EBITDA carries Rs 350 crore, Rs 550 crore is given up at 61.1 per cent, and recovery for everybody together comes to 38.9 per cent on the same base again. All three points reach the identical 3.5 times.

Then the certainty test, computed rather than asserted. Take the middle point and suppose the recovery does not arrive. Borrowing of Rs 350 crore, divided into earnings that never moved off Rs 60 crore, reads 5.83 times, so the parties who accepted Rs 550 crore of write-down are back where they started in kind if not in degree, with Rs 550 crore already surrendered and Rs 140 crore more to find. Then the sensitivity, computed at both ends. Judge the level at 3.0 times and the earnings requirement is Rs 300 crore. Judge it at 4.0 times and the requirement drops to Rs 225 crore. Rs 75 crore separates them. On the other end of the line, with earnings held at Rs 60 crore, the amount surrendered runs from Rs 720 crore down to Rs 660 crore, Rs 60 crore apart.

A better ratio decides how big the pot is and leaves the order of the queue exactly where it was. Now carry the middle point into the queue. Under strict ranking the secured group takes the entire Rs 350 crore. Their own claims come to Rs 620 crore, so the recovery is 56.5 per cent, and the unsecured group receives nothing at all. Apply the other rule and the Rs 350 crore divides two ways: Rs 241.1 crore going to the secured group and Rs 108.9 crore to the unsecured. Each of those, set beside the claim it belongs to, is 38.9 per cent. So is the figure for everybody together, on the whole of what is owed. The pot itself never moved, so 38.9 per cent holds whichever rule is applied.

Set that beside what the pure debt route produced and the pattern repeats one level down. On the smaller pot of Rs 210 crore, strict ranking paid the secured group 33.9 per cent, struck on their own Rs 620 crore. Everybody together recovered 23.3 per cent, struck on the whole amount borrowed. Two figures, two different bases, and a reader holding unsecured paper who reads the first as theirs has been badly misled. Every recovery percentage above names the base it is struck on, and any percentage that does not is unusable.

How does anybody actually use this in a room?

A lender reads the line backwards. The write-down being asked for is simply Rs 900 crore less 3.5 times the assumed EBITDA, so the first thing to recover from any plan is that assumed figure. Once the assumed earnings are on the table, the negotiation is about evidence rather than about generosity, and the fallback becomes computable: if the assumption fails, the borrowing left standing over the current Rs 60 crore is the ratio the lender will be sitting with. On the middle point that is 5.83 times, and a lender who has done that division before signing knows the size of the second conversation in advance.

An analyst outside the situation uses the line differently, as a consistency check on what has been announced. The stated write-down added back to Rs 900 crore recovers the borrowing that survives, and that figure divided by the multiple the plan claims gives the EBITDA the plan requires. If that required figure is far above what the business has ever earned, the plan is a forecast wearing the clothes of an agreement, whatever the announcement calls it. No inside information is needed for that test. Two divisions and a subtraction do it.

A household version of the same discipline is the one worth carrying away, and it applies well below crore scale. Somebody renegotiating what they owe is offered two versions: a larger reduction now, or a smaller reduction on the understanding that a second income arrives within the year. The right question is not which number is bigger. The right question is which half of each offer is written down and which half is hoped for, and what happens if the hoped-for half does not turn up. The household question is the one the lenders above are asking, in the same shape, with fewer zeros.

One caution belongs with all three. The business described here could not pay, and its lenders were not repaid. A ratio settles neither whether that outcome was avoidable nor whether the borrowing was foolish when it was made. The record holds a position and no history of it. How the position came about is written down nowhere, and an invented account would be both unsourced and unkind.

What the arithmetic cannot settle about the choice

Four things a real decision would need are simply not present. There is no plan, so nothing describes what the earnings recovery would actually consist of. There is no cost of the attempt, so no amount can be set against what it would produce. There is no duration, so nothing can be discounted or scheduled. And there is no probability of success attached to any of it, so no expected value can be formed. The four are absences rather than uncertainties, and estimating them would be inventing them.

The difference between an absence and an uncertainty is the difference between not knowing a figure and there being no figure to know. An uncertain input can be handled with a range, and a range would be honest. An absent one cannot. Any range would be manufactured rather than measured, and a manufactured range set beside genuine arithmetic is worse than silence: it looks like the same kind of thing and it is not.

The boundary here is specific rather than decorative. Which route is right, whether the recovery is achievable, and whether any party should accept a given point on the line are all questions the arithmetic does not settle. The arithmetic computes every point on that line, names the base of every percentage, states plainly that the multiple is a judgement, and stops where the evidence stops.

Meghdoot Coated Products Limited, Harivansh Packaging Limited and Sundarban Polymers Private Limited are invented.
Educational material. Not advice on any investment, tax, budget or market position.