The Debt Trap: How Borrowing Becomes Inescapable

A debt trap is a position where the charge added each month is at least as large as what is available to pay against it. The comparison of those two numbers is the whole definition, and the definition is arithmetic rather than character. Once the condition holds, the required payment was never the clearing payment, so paying everything asked for, on time, forever, does not clear the debt.

The word trap does quiet damage. The word suggests something with a lid and a spring, set by somebody and walked into by somebody else. The arithmetic says otherwise: a line on a scale that a household crosses because a number moved, usually on the income side, usually while every habit in the house stayed exactly as it was.

What is a debt trap, if it is not a description of a person?

Start somewhere that has nothing to do with borrowing. A woman sells vada pav from a handcart outside a college gate. If the college shuts for a month her takings fall, and nothing about her has changed: not her hours, not her care with money. Everybody understands this about a handcart. Almost nobody applies it to a debt.

So here is the definition, with every word about a person removed. In any month there are two numbers. The first is the charge addedThe interest and fees the debts add to themselves in a month. The charge is what the debts do on their own, before anybody pays anything.: the interest and fees the debts put on themselves, without anybody doing anything. The second is the available amountWhat is left of the money coming in once the outgoings that must happen have happened. The available amount is the most that could go to the debts in a month.: what is left of the money coming in once the outgoings that must happen have happened, which is the most that could possibly go to the debts. When the first is at least as large as the second, what is owed cannot fall, and the position is a debt trap.

Notice what the definition leaves out. No word about effort, intention, discipline or worth. No history, and nothing about how the debt was taken. Two numbers and one comparison, returning the same answer whoever stands in front of it. The omission is not politeness. Every version that describes a person offers nothing that can be measured, and draws attention away from the two numbers that can be.

What is the arithmetic that actually makes one?

Take a single month and watch what is owed. The balance goes up by the charge the debts add. The balance goes down by whatever is paid. Nothing else happens to it. So the change in what is owed across the month is the charge added less the amount paid, and that is the entire mechanism. There is no third term hiding anywhere.

A ceiling then applies to the amount paid. Nobody can pay more than they have, so the amount paid can never exceed the available amount. Substituting that ceiling gives the whole condition in one line: the best possible change in what is owed is the charge added less the available amount, so if the charge is the larger of the two, the balance cannot fall whatever anybody does inside the month. Not will not. Cannot. The condition is therefore a threshold rather than a slope: a household paying nothing and a household paying everything it has sit on the same side of the same line, separated only by how fast the number grows.

One more number shows up first in real life. The required paymentThe total of every minimum and every instalment that falls due in a month. The required payment is what the debts demand, not what would clear them. is the total of every minimum and instalment falling due in the month. The required payment is not the charge and it is not the clearing paymentThe amount that would actually reduce a debt to nil within a known number of months. The clearing payment is usually far above the required payment and is never printed on a statement.. The required payment sits between them, and it alone is printed on a statement, so it is the one every household watches.

What do the two numbers look like for one household?

The Bhosale household at the thirty first of March, at the end of its second year. Meghna Bhosale is salaried at Sahyadri Freight Services Private Limited and takes home Rs 39,800/- a month, unchanged. Ashok Bhosale runs a tailoring counter on the market lane. The lane was dug up, and the counter took Rs 52,800/- across the year against Rs 96,000/- the year before. Money in was Rs 5,30,400/- for the year, or Rs 44,200/- a month.

Against that sits everything that has to leave. Committed outgoings ran at Rs 37,920/- a month while the two-wheeler loan was still being paid, and the loan cleared in January, so from February they are Rs 34,770/-: rent, food, school, transport, utilities. Outside them sits a class of outgoings that arrives once or twice a year and is no less compulsory: school fees, the annual premium, festival costs, a repair, uniforms. The once a year items came to Rs 96,000/- across the year, or Rs 8,000/- a month. Total money out at the thirty first of March is Rs 42,770/-. Nobody changed a habit, cancelled anything or took a decision about spending in either direction, so the money out figure holds at Rs 42,770/- in every comparison that uses it.

So the available amount is Rs 44,200/- less Rs 42,770/-, or Rs 1,430/- a month. One subtraction produces one number, and that number is the ceiling on everything the household can pay. The card is asking for its minimum of Rs 2,558/-, computed on the March statement. The instalment plan for a school tablet is asking for Rs 4,000/-. Together they require Rs 6,558/-. The household is Rs 5,128/- a month short of what its debts demand before a single rupee goes anywhere near reducing a balance. The charge on top of that, on the card alone, is Rs 1,701/- in the first month, being three and a half per cent of Rs 48,594/- under this household's own contracted terms. Rs 1,701/- of charge against Rs 1,430/- available meets the definition outright: the charge is the larger by Rs 271/- a month, so the balance cannot fall whatever anybody does.

A debt ended on the way to that position. The two-wheeler loan's thirtieth instalment was paid on schedule in January and Rs 3,150/- a month stopped leaving the house. The release did not close the position. While the instalment was still running, money out was Rs 45,920/- against Rs 44,200/- in and the month did not close at all, by Rs 1,720/-; the release covered that first, and what survived it was Rs 1,430/-. By then the charge had grown past what the instalment released, so a debt ended and the position still did not close.

At what point did the position change kind?

One number makes the position uncomfortable. The available amount is money in less Rs 42,770/-, and the charge the card adds is Rs 1,701/-, so the two are equal when money in is Rs 44,471/- a month. Money in of Rs 44,471/- is the closing pointThe level at which the comparison first turns. Above it, effort still moves the balance; at and below it, the position has changed kind.: above it the balance can still be made to fall, at it the best possible month leaves the balance exactly where it was, and below it the balance rises whatever anybody does.

In year one money in was Rs 47,800/- a month, being Rs 39,800/- of salary and Rs 8,000/- from the counter. In year two it was Rs 44,200/-. The fall was Rs 3,600/- a month, or Rs 43,200/- across the year. The counter lost exactly that much while the lane was dug up. Of that fall, Rs 3,329/- was room the household genuinely had. The last Rs 271/- was not.

The threshold was crossed by Rs 271/- a month, about nine rupees a day, and the crossing was performed by drainage work. There is no decision in that sentence. No purchase, no lapse, no plan abandoned. A contractor put a trench across a lane, foot traffic went elsewhere for five months, and a household on the other side of the city moved from one side of a line to the other without doing a thing.

Four readings on that control matter. At Rs 47,800/- the available amount is Rs 5,030/- and it clears the charge by Rs 3,329/-. At Rs 44,471/- it is exactly the charge, so the best possible month leaves the balance where it was. At Rs 44,200/- the charge is the larger by Rs 271/-, and at Rs 40,000/- it is the larger by Rs 4,471/-. Across that whole range the money out figure never moves by one rupee, so every reading was produced by the income side alone.

What separates a hard stretch from a trap?

A hard stretch and a trap feel identical from inside. The two are not the same thing and the difference is testable: in a hard stretch the available amount still exceeds the charge, so effort moves the balance and time is on the household's side. In a trap it does not.

The test needs four lines on the back of an envelope and no knowledge of anybody. Write down what came in last month. Subtract the outgoings that would have happened whatever anybody wanted. Include one twelfth of the once a year items too, the step everyone skips. The remainder is the available amount. Then write what the debts added, meaning the interest line on every statement plus any fee, and what they demanded. Compare.

What does somebody on the other side of a desk do with the same two numbers?

The comparison is not only a household tool. A lender assessing a fresh application runs a close relative of the same test, the cheapest way to find out whether a new instalment has anywhere to live. At the thirty first of March the required payments of Rs 6,558/- are 14.8 per cent of net monthly income of Rs 44,200/- and 13.0 per cent of gross monthly income of Rs 50,400/-. Those two readings differ by nearly two points, so the ratio means nothing unless the income it used is stated beside it. In January, with the loan still running, the same figure was Rs 9,180/- a month, or 20.8 per cent of net.

A lender uses that ratio to estimate the available amount from outside, without ever seeing the committed outgoings that would give it exactly. A household can do better, because it has the actual figure rather than a proxy. The second reading is utilisationWhat is owed on a revolving line expressed against the limit on that line. Utilisation moves when either the balance or the limit moves.: Rs 48,594/- against a limit of Rs 60,000/- is 81.0 per cent. What any lender does with either is set by that lender and by the conduct framework of the Reserve Bank of India.

Can a household inside a trap be paying everything on time?

The case that confuses everybody has an answer worse than yes. Paying everything on time is what a household inside a trap does. The required payment is precisely what the debts are built to ask for, so paying on time is not an exception to the condition but the behaviour the condition produces.

Work the card. The Bhosale household's own contracted terms are interest of three and a half per cent a month once the card is not cleared in full, and a minimum of five per cent of the statement balance. Five per cent goes out; three and a half per cent comes back as interest. So one and a half per cent of the balance is the most a minimum can ever remove, and any new spending larger than that puts the balance up. The counter had stopped taking money while the once a year items kept arriving, so there was new spending.

Every minimum in that table was paid in full and on time, and every figure is in rupees. Rs 54,400/- spent plus Rs 6,447/- of interest less Rs 12,253/- paid is Rs 48,594/-, and the check holds to the rupee. Seven months of paying exactly what was asked for, on the day it was asked for, produced seven consecutive rises in the balance.

Why do the most responsible responses make it worse?

Three responses arrive first when the numbers turn, and every one of them is something a careful person does out of a wish to act well. Each moves a term of the comparison, and not always the term anybody intended.

The first is paying the smallest debt first, so one line finally disappears. Watching a whole obligation end is the only feedback the process ever gives, and a household that gets none stops. The effect on the arithmetic is modest and real: on these three debts at Rs 6,500/- a month, clearing the smallest balance first takes fourteen months and Rs 87,971/-, and attacking the costliest first takes thirteen months and Rs 83,114/-. The ordering is worth one month and Rs 4,857/-. Worth having, and not worth a week of anguish.

The second is closing the card so it cannot be used again. Closing the card is the most responsible sounding act of the three and it moves the fewest things in the right direction. Closing a card removes neither the balance nor the three and a half per cent a month. The charge is unchanged, the available amount is unchanged, the required payment is unchanged, and the limit that formed the denominator of the utilisation figure has gone.

The third is borrowing to make a payment that is falling due. The Rs 15,000/- from Ashok Bhosale's brother was borrowing of that kind. Somebody had an instalment to meet and somebody else had the money, and that is a thing people do for each other and should. Borrowing to pay raises the total balance and so raises the charge, and it leaves the available amount exactly where it was. The month moves and the year worsens.

What are the routes out, and what does each one move?

There are exactly three terms in this arithmetic, so there are exactly three places anything can act: the available amount, what the debts demand, and the charge the debts add. Not one of the three levers moves more than a single term, so the three are combined rather than chosen between.

Route one raises the available amount: more money in, or fewer outgoings that must happen. Here the gap was Rs 271/- a month, so route one is small at the point of crossing. The charge compounds while the shortfall does not shrink on its own, so the longer the crossing is left, the larger route one has to be. Route one is also the only lever that needs nobody else to agree.

Route two lowers the charge. The charge on this card is three and a half per cent of whatever the balance is, so every Rs 1,000/- of balance removed lowers the monthly charge by Rs 35/- permanently. At Rs 48,594/- the charge is Rs 1,701/-; at Rs 30,000/- it is Rs 1,050/-; at Rs 10,000/- it is Rs 350/-. Combining debts at a lower rate acts on the same term and is covered separately.

Route three changes what is demanded. RestructuringChanging the schedule of a debt by agreement with the lender, so that what is demanded each month changes. alters the schedule by agreement with the lender, and forbearanceA lender agreeing to accept less, or nothing, for a stated period, after which the original terms usually resume. is a lender agreeing to accept less, or nothing, for a stated period. Both act on the required payment. Neither acts on the charge, and that is the sentence to carry away: lowering what is demanded relieves the month and does not, by itself, stop the balance growing. What either involves and who may offer it are matters for the lender and for the conduct framework of the Reserve Bank of India.

Where does a household go when the arithmetic will not close?

Sometimes all three levers are pulled and the comparison still does not turn. The failure to turn is real, and it happens to households who did everything asked of them. A position where the arithmetic will not close is a position, not a verdict. The position has a size, it has three terms, and it can be written on one side of an envelope.

Beyond the three levers sits a formal framework, and its existence is a fact about the world rather than a suggestion. Lending conduct, what a lender may and may not do, the fair practices expected of it, and the route by which a grievance is raised are set out by the Reserve Bank of India and published at rbi.org.in. The credit information companies hold the credit record and run the process by which an entry is disputed.

The condition is arithmetic, so being inside it is a statement about two numbers and not about anybody. The Bhosale household paid what it was asked for, when it was asked for it, all year. A lane was dug up. The two facts sit together without contradiction, and any account of a debt trap that cannot hold both has described something other than what happens to people.

The Bhosale household, Meghna Bhosale, Ashok Bhosale, Ira Bhosale and Sahyadri Freight Services Private Limited are invented.
Educational material. Not advice on any investment, tax, budget or market position.