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Wealth, Advice & Personal Finance
1Money Basics and Banking
Household Financial DocumentsHousehold ExpensesHousehold IncomeBank AccountsDigital Payments in IndiaFinancial GoalsThe Household Financial ReviewThe Household Balance SheetHow to Build a…Your Banking CredentialsOverdraftGoal HorizonGoal PlanningHousehold Cash FlowMonthly BudgetBudget vs Cash Flow
2Credit and Debt
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3Household Resilience
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4Insurance and Protection
Term InsuranceTerm Cover NeedInsurance Fact vs Insurance AdviceEmergency Fund vs InsuranceReading an Insurance Policy DocumentTerm Insurance vs Endowment PolicyThe Proposal FormInsurance ClaimsHealth InsuranceHow to Prepare an…Protection PlanningHow to build a…Policyholder and NomineeDeductible and Co-PaymentULIPTerm Insurance vs ULIP
5Investing Literacy
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6Retirement
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9Fraud Awareness
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Term Insurance vs ULIP: Protection Against a Bundled Product

Term insurance buys a conditional promise and nothing else. A unit-linked policy buys that promise bundled with an invested holding, and takes four separate charges from the same premium. With the premium pinned, term buys about twenty six times the cover; with the cover pinned, term costs about twenty six times less.

The two products are almost never set against each other on the same basis. One hands money back at the end and the other hands nothing back ever, and that difference is loud enough to swallow every other difference before anybody has looked at them. A comparison in which both the price and the quantity are allowed to move at once is not a comparison, it is two descriptions sitting next to each other. Pin one of the two and the rest becomes arithmetic a household can do at its own table.

Why do these two products resist being compared at all?

The difficulty is not really about insurance, and it shows most clearly away from insurance. Rice makes the point. One shop quotes Rs 60/- and the other Rs 400/-, and a loud conclusion suggests itself until the buyer notices that the first is a kilogram and the second a ten kilogram sack. Nobody lied. The two quotations were given in different quantities, and until one is converted into the other they are two facts that cannot be set against each other.

Now put an insurance quotation in place of the rice. A term policy comes back at Rs 9,600/- a year for Rs 25,00,000/- of cover; a bundled policy comes back at Rs 30,000/- a year for Rs 3,00,000/- of cover with an invested holding attached. Four numbers, all of them true. Neither document says which is dearer. Dearer per what has not been decided. So both products are defined below in full and separately, and only then is one quantity nailed down and the other read off.

What is term insurance, taken entirely on its own terms?

Term insuranceCover that pays a fixed amount if the insured person dies within a stated period, and pays nothing at all otherwise. is a contract with one input and one conditional output. The household pays a premium each year. If the person insured dies within the stated period, the insurer pays a fixed amount to the person named to receive it. If that person is alive when the period ends, the contract ends and nothing is paid. There is no third branch.

Meghna Bhosale is salaried, taking home Rs 39,800/- a month, and hers is the income the Bhosale household could not replace out of anything it holds. Her policy pays Rs 9,600/- a year for a sum assuredThe fixed amount an insurer pays on a valid claim. It is printed in the policy schedule and does not move with any market. of Rs 25,00,000/-, runs twenty five years, was taken three years before the first year described here, and names Ashok Bhosale to receive the money. Five facts are the entire product: no account, no balance that grows or shrinks, nothing to choose after signing and nothing that a market does anything to. The sum assured is a number written in rupees on a piece of paper, and it is as true on a day when markets fall by five per cent as on any other day.

The premium is small for two structural reasons and neither is generosity. None of it is set aside on the household’s behalf, so the insurer holds no amount belonging to anybody; and most policies of this shape end with no claim, so the money collected from many households pays the claims of the few. Term converts a small certain outflow into protection against one specific event and does nothing else whatsoever with the money.

Term cover, drawn as everything it contains Rs 9,600/- a year the one thing paid in The contract one page of schedule, no account If the insured person dies inside the twenty five years Rs 25,00,000/- If the twenty five years end first Nothing MOVING PARTS A HOUSEHOLD HAS TO TRACK 1 The date the premium of Rs 9,600/- is due. That is the entire list.
Term cover has one input, one contract and two mutually exclusive outcomes, so the only thing a household has to track after signing is the date the premium falls due, which is why the whole product fits on a single diagram with room to spare.
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What is a unit-linked policy, taken entirely on its own terms?

Now put term aside completely. A unit-linked policyA contract that bundles life cover together with an investment in funds the buyer chooses, under one policy, one premium and one document. is a single contract that holds two products. Part of each premium buys life cover, in the same conditional way term does. The rest is invested in funds the buyer selects, and what that part is worth afterwards depends on those funds. One policy number, one premium, one document, and two entirely different things happening inside.

The Bhosale household was shown a quotation of exactly this shape before it took the term policy, every figure in it invented for teaching: Rs 30,000/- a year, a sum assured of Rs 3,00,000/-, and four charges named on the illustration. The premium runs through once as follows. Allocation of Rs 1,800/-, mortality of Rs 1,080/- and administration of Rs 3,000/- come off. Those three add to Rs 5,880/-, and Rs 30,000/- less Rs 5,880/- leaves Rs 24,120/- to be invested. The fourth charge, fund management, is a share of the fund, so no rupee figure stands against it: a figure would need a fund value, and a fund value would need an assumed return.

So the parts inventory is longer: a premium, a sum assured, an invested holding, four charges, a choice of funds, a facility to switch between them, and a lock-inA period during which money in the policy cannot be taken out, whatever the household decides afterwards. during which the invested money cannot be taken out. Every one of those is disclosed in the documents handed over at the start, so the product hides nothing; it carries five moving parts to track where the other contract carries one.

Almost every misreading comes from letting two of those merge, so hold them apart. The sum assured is Rs 3,00,000/-, fixed, payable on a valid claim and unaffected by any market. The fund value is what the invested side is worth on a given day, and it moves. The statement prints both.

The bundled contract, drawn the same way, at the same scale Rs 30,000/- a year the one thing paid in The contract, and four charges Rs 5,880/- taken before investing The cover half, payable on a valid claim bought with Rs 1,080/- of the premium Rs 3,00,000/- The invested half, worth whatever the funds are worth Rs 24,120/- goes in, and the arithmetic stops there Rs 24,120/- in no value projected MOVING PARTS A HOUSEHOLD HAS TO TRACK 5 The premium date, the fund choice, the switch decision, the four charges, and the date the lock-in ends. All disclosed, all to be tracked. Every figure on this diagram is invented and illustrative and is not a quotation from any insurer.
Drawn in the same grammar as the term contract, the bundled policy produces two outputs instead of one and leaves five things to be tracked instead of one, and the invested half is drawn without any value beyond the amount that went in.
Try it out

Both products have now been described separately. Which statement is true of one of them and false of the other?

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Criterion one: what is each premium actually buying?

A term premium buys one thing, a conditional promise. A bundled premium buys two, the same kind of promise plus a holding of units in funds, and that is not a difference of degree. A promise is a fixed rupee amount somebody else is contractually bound to pay when a stated event happens, and its size does not depend on any market. A holding is a quantity of something whose price is set outside the contract, worth whatever that price makes it on the day it is looked at.

A neighbour who agrees to pay a household's hospital bill if somebody is admitted has given that household a promise; a neighbour who buys ten grams of gold and keeps it aside for the household has given it a holding. A household may sensibly want both, but they are not two grades of one thing. Term is a promise with no holding attached; the bundled policy is a promise and a holding sold under one policy number.

Criterion two: how much cover does the same premium buy?

Work in rate form: how much cover does one rupee of annual premium buy? The Bhosale household’s own policy is the term rate card, Rs 25,00,000/- of cover for Rs 9,600/- a year, so one rupee of premium carries about Rs 260/- of cover. The bundled quotation, Rs 3,00,000/- for Rs 30,000/-, gives Rs 10/-. Both rates are read straight off documents.

Now be careful about what causes the gap. The obvious explanation is the wrong one. The tempting conclusion is that cover must be dearer inside the wrapper. On these figures it is not. The mortality charge of Rs 1,080/- a year supports Rs 3,00,000/- of sum assured. Every rupee actually spent on cover therefore bought about Rs 278/-, no worse than the term rate of about Rs 260/-. The gap is quantity rather than price. Of the Rs 30,000/- premium, only Rs 1,080/- was spent on buying cover: three point six per cent of what the household paid.

How much cover does one rupee of annual premium carry? Term policy, Rs 25,00,000/- for Rs 9,600/- Rs 260/- Bundled policy, Rs 3,00,000/- for Rs 30,000/- Rs 10/- The gap is not the price of cover. Inside the bundle, the Rs 1,080/- mortality charge supports Rs 3,00,000/-, which is about Rs 278/- of cover for every rupee spent on cover. The gap is quantity: only Rs 1,080/- of the Rs 30,000/- premium was spent on cover at all. All figures invented and illustrative. Nothing on this diagram is projected forward.
Every rupee of the bundled premium bought about Rs 10/- of cover while every rupee of the term premium bought about Rs 260/-, and the whole distance between the two products sits in that pair of rates rather than in any hidden charge.
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Criterion three: where do the charges sit, and how many are there?

A charge layerOne of the separate charges taken from a policy. Each has its own basis of measurement and its own moment of collection. is any point at which the contract takes something for itself. Term has one: the premium is the charge, and nothing is taken afterwards because there is no account to take it from.

The bundled contract has four, and their bases differ. Premium allocation is a share of the premium, six per cent, taken once a year at the door. Mortality is an amount per month that depends on the cover held and on the age of the person covered, so it climbs as the years pass. Administration is a flat amount per month that depends on nothing at all. Fund management is a share of the fund, so it applies continuously rather than on a date.

A reasonable household tries the obvious thing and adds them. Six per cent, plus Rs 90/- a month, plus Rs 250/- a month, plus a share of a fund that does not yet exist. The addition cannot be performed. The four quantities are measured against four different bases. Three of them can be converted for a single year if the premium is fixed and the fourth is set aside. The walk through the Rs 30,000/- premium reached Rs 5,880/- exactly that way, and the figure is specific to one year and one premium and is printed nowhere. The reader has to construct it, and a figure that has to be constructed is a figure that almost never gets constructed.

One charge in one unit, against four charges in four units Term cover The premium, Rs 9,600/- basis: rupees a year moment: once, on the due date Cost this year: Rs 9,600/-, and it is printed on the bank statement. Bundled policy 1. Premium allocation, 6 per cent basis: a share of the premium. moment: at the door 2. Mortality, Rs 90/- a month basis: the cover and the age. moment: monthly 3. Administration, Rs 250/- a month basis: a flat amount. moment: monthly 4. Fund management, a share of the fund no figure here: it would need a projected fund value Six per cent, plus Rs 90/- a month, plus Rs 250/- a month, plus a share of a fund. Four bases of measurement cannot be added, so no line on the document adds them. For one year, at one premium, ignoring the fourth: Rs 1,800/- plus Rs 1,080/- plus Rs 3,000/- is Rs 5,880/-. All charge figures invented and illustrative, and not a quotation from any product.
Term states one charge in one unit at one moment while the bundled contract states four in four units at four moments, which is why a reader can total the first from a bank statement and has to construct the second by hand.
Try it out

Why is the total cost of the bundled policy hard to state as one figure?

Criterion four: who is carrying the investment risk?

Investment riskThe chance that an invested amount is worth less later than it was worth before. Whoever holds the investment carries it. is the chance that a holding is worth less later than it was worth before, and who carries it has a mechanical answer rather than a moral one: whoever holds the thing. On the term contract nothing is invested, so nothing can be worth less and the question never arises.

On the bundled contract two risks sit under one policy number and they land in different places. The insurer carries the fixed promise of Rs 3,00,000/-. The mortality charge pays for that promise, and the promise does not move whatever any market does. The household carries the invested half completely: if the funds fall, the fund value falls, and no part of the contract makes that up. The word insurance appears on the cover of the document, but it attaches to the fixed sum assured and to nothing on the invested side.

The split is worth saying out loud. A product bought from an insurer, paid for like insurance and named like insurance can feel as though the whole of it is underwritten by somebody else. Half of it is. The half most people watch is not.

Which half of each contract does somebody else stand behind? Term cover The promise: Rs 25,00,000/- fixed in the schedule, paid on a valid claim Carried by the insurer The holding: none there is nothing invested, so there is nothing that can be worth less later Bundled policy The promise: Rs 3,00,000/- fixed in the schedule, paid on a valid claim Carried by the insurer The holding: units in chosen funds worth whatever the funds are worth Carried by the household The word insurance attaches to the upper half of each panel. On the right it attaches to Rs 3,00,000/- only. All figures invented and illustrative. No value is projected for the holding on either panel.
The insurer stands behind the fixed promise on both contracts and the household stands behind the holding on one of them, so only the bundled policy puts something that moves inside a document called insurance.
Try it out

The funds inside a bundled policy fall in value over a year. Who absorbs that?

Criterion five: can the two parts be changed separately afterwards?

SeparabilityWhether the two things inside a product can be adjusted independently of each other, which inside a single bundled contract they cannot be. is the criterion nobody asks about at the counter and several households wish they had asked about five years later: can a household take more of one part and the same amount of the other?

Where protection and investing sit in two separate arrangements, yes. Raising cover is a conversation about one contract and it does not touch anything invested; changing what is invested does not touch the cover.

Inside one bundled contract, no, or at least not freely. The two parts are welded to a single premium. Raising the cover raises the mortality charge. The mortality charge comes out of the same premium, so less is invested. Stopping investing for a year while keeping the cover is not a thing the contract has a lever for. The fund choice and the switch between funds can be changed inside, and both are choices about the invested half only.

Two taps over one sink turn independently. A mixer tap gives one handle over a single divided flow, so more hot means less cold. A bundle is a mixer tap, and that matters because circumstances change one part at a time. A household whose obligations grow, or whose second income halves, has reason to want more protection with no change at all on the other side.

The change a household wantsTwo separate arrangementsOne bundled contract
More cover, same amount investedOne conversation, the other side untouchedThe charge rises and less is invested from the same premium
Pause investing, keep the coverTwo independent decisionsNo separate lever; the cover is paid from the same flow
Change what is invested inA decision on that side aloneAvailable inside the contract, as a fund switch
Stop one side entirelyStop one, keep the otherRead the contract; both sides sit under one policy

Criterion six: what happens if the household stops paying?

Every household eventually meets a year it did not plan for, so behaviour under non-payment is a real property of a product. Such a year has already been described above: the one in which Ashok Bhosale’s counter income halved.

Term is blunt and the bluntness is the whole answer. Miss the premium, and after the grace period the contract has stopped. Nothing is owed, nothing can be recovered because nothing was ever set aside, and no penalty is computed. Restarting later is possible on terms the insurer sets, and those depend on age and health at that point rather than at the original signing.

The bundled contract is not blunt. Stopping premiums on a contract that holds an invested amount raises questions a term contract cannot raise: what happens to the units already bought, whether cover continues and for how long, what charges continue to be taken, and how all of that differs depending on whether the lock-in has ended. The answers are contractual. Each sits in the discontinuance section of the policy document, each differs between contracts, and the framework around them is set by the Insurance Regulatory and Development Authority of India, at irdai.gov.in. The consequences exist and are written down; the periods, shares, charges and timelines themselves belong to the contract and to that framework.

The difference is complexity rather than severity. One contract answers the question in a sentence a household can hold in its head; the other answers it in a section, and a section a household has never read is one it will read for the first time in the month it can least afford the reading.

Try it out

A household stops paying each of the two policies. What is the difference?

Criterion seven: what does each contract ask a household to watch?

The last criterion costs nothing at the counter and something every year afterwards. Term asks for one thing a year: pay on the date. The person named to receive the money is worth checking after a birth, a death or a marriage, and the check is a five minute task done rarely.

The bundled contract asks for more, and every item is legitimate. The fund choice has to be made and, if circumstances change, revisited. Switching has to be decided on or consciously declined. The four charges have to be added by hand if the household wants to know what the year cost. The annual statement has to be read against the benefit illustration handed over on the day, and for most households that illustration is in a folder nobody has opened since. And the date the lock-in ends has to be known. The date decides whether anything concluded is actionable now or is only information.

Notice what happens if none of that is performed. The contract carries on perfectly correctly: charges are taken as written, the cover stays at Rs 3,00,000/-, the units sit where they were put. Nothing breaks when the maintenance is skipped. Nothing breaking is why the maintenance gets skipped, and why the cost of skipping it stays invisible for years at a time.

What do the seven criteria look like set side by side?

All seven are now defined, so they can go in one place. Read the grid downwards rather than across. Each row is a property of a contract, and not one of the seven rows asks what comes back at the end. A household usually settles the conversation on what comes back at the end, before any of these seven rows gets a hearing.

Seven criteria, both contracts, read one row at a time CRITERION TERM COVER BUNDLED POLICY 1. What the premium buys A promise only A promise and a holding 2. Cover per rupee of premium About Rs 260/- Rs 10/- 3. Charges, and their units One, in one unit Four, in four units 4. Who carries the market Nobody, there is no market The household 5. Parts changed separately Yes, they are separate No, one premium feeds both 6. If the paying stops Cover ends, nothing owed Contractual, read the document 7. What has to be watched One date a year Funds, charges, lock-in date All figures invented and illustrative. No row here says which contract a household should hold.
Set out as seven rows the two contracts differ on every one of them, and none of the seven rows is the question of what comes back at the end, which is the question that usually decides the conversation before any of these are reached.
Try it out

What has to happen before these two products can be compared at all?

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What does the same money buy, worked both ways round?

The arithmetic that settles the comparison is four lines long. A comparable basisHolding one quantity fixed so the other can be read off. Without it, two products that differ in both price and quantity cannot be set against each other. means nailing one of the two quantities down and reading the other. There are two ways to do it, and doing only one leaves somebody suspecting the direction did the work. Both are worked through below.

Direction one, hold the premium. Fix the money leaving the household at Rs 30,000/- a year, the sum the bundled quotation asked for. The bundled policy delivers Rs 3,00,000/- of cover at that premium; term at this household’s own rate delivers Rs 30,000/- multiplied by Rs 25,00,000/- divided by Rs 9,600/-, or Rs 78,12,500/-. Divide that by Rs 3,00,000/- and the answer is 26.04 times.

Direction two, hold the cover. Now fix the protection instead, at the Rs 3,00,000/- the bundled quotation delivered. The bundled policy costs Rs 30,000/- a year for it; term at the same household rate costs Rs 3,00,000/- multiplied by Rs 9,600/- divided by Rs 25,00,000/-, or Rs 1,152/- a year. Divide Rs 30,000/- by Rs 1,152/- and the answer is 26.04 times again.

The two agree, and the agreement is not a coincidence. Each product has a rate of cover per rupee of premium, about Rs 260.42/- for term and Rs 10/- for the bundle, and whichever quantity is pinned, what comes out is the ratio of those two rates. A ratio does not care which of its terms was held still. Rs 260.42/- divided by Rs 10/- is 26.04, and that number is the whole comparison.

DirectionWhat is pinnedBundled policyTerm coverRatio
OnePremium at Rs 30,000/- a yearRs 3,00,000/- of coverRs 78,12,500/- of cover26.04 times
TwoSum assured at Rs 3,00,000/-Rs 30,000/- a yearRs 1,152/- a year26.04 times
EitherCover per rupee of premiumRs 10/-Rs 260.42/-26.04 times

Two guard rails matter more than the figures themselves. Every number in the table was read off a document at the moment of signing. None of them is a projection. Putting the invested Rs 24,120/- into the comparison would require assuming what it becomes, so it appears nowhere. The comparison is made entirely of numbers printed on documents at the moment of signing. Printed numbers are what make it trustworthy, and equally what stop it from saying which product turns out better.

The Bhosale household took the term policy at Rs 9,600/- for Rs 25,00,000/-. The household also holds a buffer savings account of Rs 31,320/-, enough to cover 0.73 months of what leaves the house each month.

Pin the premium, or pin the cover. The same picture appears twice. DIRECTION ONE: THE PREMIUM IS PINNED AT Rs 30,000/- A YEAR. READ THE COVER. Term cover at this household's own rate Rs 78,12,500/- Bundled cover at the same premium Rs 3,00,000/- 26.04 times DIRECTION TWO: THE COVER IS PINNED AT Rs 3,00,000/-. READ THE PREMIUM. Bundled premium for that cover Rs 30,000/- Term premium for the same cover Rs 1,152/- 26.04 times Both stubs are the same width, because both panels are drawing the same ratio of two rates: Rs 260.42/- of cover per rupee against Rs 10/- of cover per rupee. No rate of return is applied to either product. All figures invented and illustrative.
Pin the premium and term buys 26.04 times the cover, pin the cover and term costs 26.04 times less, and the two stubs are drawn at identical widths because both panels are the same ratio of rates read from opposite ends.
Try it out

A prediction before the panel below moves. The cover is pinned this time rather than the premium. The bundled quotation gave Rs 3,00,000/- of cover for Rs 30,000/- a year. At this household's own term rate of Rs 9,600/- for Rs 25,00,000/-, what would that same Rs 3,00,000/- of cover cost as term?

Play with it

Choose which quantity is pinned, then move it. The panel reads the other one and forecasts nothing.

One thing moves here: whether the premium or the sum assured is the quantity held still, and at what level. Everything else is fixed. The bundled policy is quoted on this teaching illustration at Rs 10/- of cover for each rupee of annual premium, and that rate is where its Rs 3,00,000/- for Rs 30,000/- comes from. Term is quoted at this household’s own rate of Rs 9,600/- for Rs 25,00,000/-. At the default settings the panel reproduces the worked example exactly: pinning the premium at Rs 30,000/- gives Rs 3,00,000/- of bundled cover against Rs 78,12,500/- of term cover, and pinning the cover at Rs 3,00,000/- gives Rs 30,000/- of bundled premium against Rs 1,152/- of term premium. The ratio is the thing to watch as the slider moves. No return is applied to anything on this panel and no future value is worked out for either product at any setting.

Pin one quantity:
Premium held at Rs 30,000/- a year
One quantity pinned, the other read off Pinned: the premium, at Rs 30,000/- a year. Read off: the cover each product gives for it. The bundled policy Rs 3,00,000/- Term cover at this household's own rate Rs 78,12,500/- The gap between them, whichever quantity is pinned 26.04 times and it does not change as the slider moves No return is applied and no future value is worked out for either product at this or any setting. All rates on this panel are invented and illustrative and are not a quotation from any insurer.
The premium is pinned at Rs 30,000/- a year. At that premium the bundled policy gives Rs 3,00,000/- of cover and term at this household's own rate gives Rs 78,12,500/-, which is 26.04 times as much. Nothing on this panel is projected: no return is applied to either product and no future value is worked out at this or any other setting.
Pinned
Premium
Held at
Rs 30,000/-
Bundled policy
Rs 3,00,000/-
Term cover
Rs 78,12,500/-
Gap
26.04 times
Educational illustration. Two rates drive this panel, both of them teaching figures rather than quotations from any insurer or product. The bundled policy gives Rs 10/- of cover for each rupee of annual premium, or Rs 3,00,000/- for Rs 30,000/-. Term at this household’s own Rs 9,600/- for Rs 25,00,000/- gives about Rs 260.42/- of cover for each rupee. Money is held in whole rupees and rounded half up. Nothing is projected anywhere on this panel: no rate of return is applied to the invested side of the bundled policy, no fund value is carried into any future year, and no fund is named, at this setting or at any other. The panel reports what each contract states at the moment of signing and stops there. It does not say which contract a household should hold, and moving the slider does not make one of them better than the other.

Because a reading that lives only inside a panel cannot be quoted by anybody who has not moved it, here is what the panel says at its extremes. Holding the premium: at Rs 6,000/- a year the bundled cover is Rs 60,000/- and the term cover Rs 15,62,500/-; at Rs 60,000/- a year they are Rs 6,00,000/- and Rs 1,56,25,000/-. Holding the sum assured: at Rs 1,00,000/- of cover the bundled premium is Rs 10,000/- and the term premium Rs 384/-; at Rs 10,00,000/- of cover they are Rs 1,00,000/- and Rs 3,840/-. The ratio reads 26.04 times at every one of those settings: the gap is a property of the two rate cards and not of how much the household happens to be spending.

One quantity held, the other read off. See what the same money buys.

Why is the bundled product the one usually put in front of a household?

A figure of 26.04 offered with nothing said about why the other product keeps being sold leaves the reader only one explanation, and it is the wrong one. There are three mechanisms and none of them needs anybody in the room to be acting badly.

The first is about the buyer. People find it genuinely hard to hand over money for something that returns nothing, and term asks for Rs 9,600/- a year with the explicit promise that in the most likely outcome the household gets nothing back ever. Set that against a product that hands something back and the second is easier to agree to, even when the first buys twenty six times the protection. A certain loss weighs more heavily than an uncertain gain of the same size, a finding described by Daniel Kahneman and Amos Tversky.

The second is about the transaction. Rs 30,000/- a year is more than three times Rs 9,600/-, so the same hour, the same paperwork and the same relationship move more than three times as much money.

The third is about the question being answered. A household walks in and asks some version of what do I get for this. Term answers with nothing, an answer that is accurate and unsatisfying at the same time. The bundle answers with a description of two things, equally accurate and far easier to say out loud. The product that is easier to explain wins conversations, and that advantage is structural rather than dishonest.

Try it out

Why is the bundled product more often the one presented to a household?

When is each of these the thing a household is actually buying?

Which of the two a household should hold is decided by inputs that no comparison of structures contains. A procedure can be given, and it generalises far beyond insurance.

Step one, separate the parts. Any bundled product is at least two products: here, a conditional promise and an invested holding. Step two, pin one quantity, either the money leaving the house or the protection arriving, and write it down before anything else is looked at. Step three, read the other quantity off both products at that pinned level, using nothing but figures printed on the documents. Step four, stop. Four steps yield a comparison rather than a conclusion.

The procedure surfaces a different question. The real question is not which product is better, but which of the two things in the bundle the household is trying to buy this year. A household whose whole concern is that one income disappearing would end a child’s schooling is buying protection, and the size of that protection is the thing to measure. The bundle answers both questions at once. Answering both at once is genuinely convenient, and it is exactly why neither answer can be measured on its own.

One honest word for the convenience. For a household that would have arranged nothing at all, a single contract that starts both things with one signature and one auto-debit turns an intention into something that actually happens. The benefit is real, it shows up nowhere in a ratio of 26.04, and a comparison that leaves it out has left out something the household genuinely gets.

How to compare any bundled product against an unbundled one 1. Separate Name the two products inside the one contract 2. Pin one The premium leaving, or the cover arriving 3. Read the other Off both documents, printed figures only 4. Stop A comparison, not a conclusion WHAT THE NEXT STEP WOULD NEED, AND WHY IT IS NOT ON THIS DIAGRAM What leaves the house each month. Who depends on the income, and for how long. What is owed. What is already held. None of these is printed on any product document, which is why the procedure ends at step four and no general account can finish it for a household. The procedure works on any bundle, not only on insurance, and it produces a reading rather than a decision.
The procedure is four steps and it deliberately ends at reading rather than at deciding, because pinning one quantity is what makes a comparison possible and the facts that would finish it sit inside the household rather than on any document.

Reading the gap as evidence that somebody was dishonest

Here is the wrong turn, and it is the most natural turn available. A household reads that the same Rs 30,000/- buys Rs 3,00,000/- of cover one way and Rs 78,12,500/- the other, and concludes that the bundled product must have been sold by concealment. From there the whole thing becomes a story about a person: who suggested it, what they earned from it, whether they were trusted. The reaction is an understandable one to a ratio of 26.04.

Now check the conclusion against the document, where a claim about concealment has to be tested. All four charges are named on the illustration, each with its basis. The sum assured is printed in the schedule. The lock-in is stated before signature. The investment risk is disclosed, and the framework under which all of that must be handed over is set by the Insurance Regulatory and Development Authority of India, at irdai.gov.in. Nothing on the list is missing from the paperwork. There is nothing to uncover. Nothing was covered.

The real difficulty is narrower and much less dramatic. Four charges expressed in four different units and collected at four different moments cannot be added by a person reading down the illustration. The document never adds them either. For most of the four, a single annual figure cannot be formed until a premium and a year are fixed. A household is therefore handed everything and can still not produce the one number it needs.

The cost of taking the wrong lesson is practical. A household that decides it was deceived starts distrusting people, and a household that understands the layering starts reading documents, and only one of those two habits will ever produce the number. The correct lesson is smaller and it works on every bundled product anybody will ever be shown: separate the parts before comparing, and hold one quantity fixed. Those two moves are the whole of the method above.

The illustration, with nothing removed from it BENEFIT ILLUSTRATION, EVERY LINE PRESENT AND DISCLOSED Sum assured Rs 3,00,000/-, printed Premium allocation charge 6 per cent of premium, printed Mortality charge Rs 90/- a month, printed Policy administration charge Rs 250/- a month, printed Fund management charge a share of the fund, printed Lock-in, and the investment risk statement both stated before signature Nothing above is hidden, and nothing above is missing. The one line that is not there: what all four charges came to this year, as one figure. Four different units cannot be added, so the missing line is a reading problem rather than a concealment.
Every item a household needs is printed on the illustration and none is withheld, and the only line absent is the total of four charges expressed in four units, which is a limit of arithmetic rather than an act of concealment.
Try it out

Does the 26.04 times gap show that the bundled product was sold dishonestly?

How does a household or a lender actually use any of this?

The commonest reader is a household on a Sunday evening with a policy already in force. Three numbers are worth finding and none of them is the fund value: the sum assured, in the policy schedule; the list of charges, in the benefit illustration and the charges section of the document; and the date the lock-in ends. The lock-in date decides whether anything concluded tonight is actionable this year.

With those three, one calculation takes two minutes. The sum assured divided by the annual premium gives the cover per rupee, the only figure that lets any policy be set beside any other. The cover per rupee is worth working out for what is already held, and for anything being offered.

A lender reads the same two contracts a third way, and the split drawn above is the one it applies. Where a policy is offered as security, what matters is which part is contractually certain. A fixed sum assured is a promise from a regulated institution and behaves like one; a fund value is a holding whose worth on the day of a default is not knowable in advance. The sum assured and the fund value print on the same statement and are not the same kind of asset, and a lender that treated them alike would be counting a market as though it were a contract.

An adviser reads it from the other side. The illustration states how each charge is levied and on what base, so a household that asks what a policy gives per rupee of premium, and asks it about every option on the table, has asked the one question that makes every option answer in the same unit.

Is holding a bundled policy something to feel bad about?

No, and the reason is structural rather than consoling. Almost nobody performs this comparison before signing. The comparison needs a second quotation from a different product, an uninterrupted half hour, a calculator, and the confidence to say wait to somebody who is waiting for an answer. Not one of those four is reliably available in the room where these decisions get made.

Nor was the product a trap. Every charge described here is disclosed in the documents, the lock-in is stated before signature, the investment risk is written down, and there is a window after issue in which a policy may be returned, set by the framework rather than by any insurer’s goodwill. The gap between all of that being available and a household being able to use it is a gap in legibility, not in honesty.

A reader who comes away thinking that what is held is not what would be chosen today holds a thought rather than an action. Continuing, stopping, surrendering or switching each carry consequences that depend on the contract, on the lock-in and on how much has been paid so far. The question can now be put precisely, at a desk with the document open.

Try it out

What did the household in this sequence actually do?

Two structures are compared above, and how much cover a household should hold is a separate question settled by facts about that household. Investing is covered under its own subject, so funds and units appear only to the depth the comparison needed. Periods, shares, charges, limits, claim timelines and tax treatment belong to the policy document and to the framework set by the Insurance Regulatory and Development Authority of India; tax treatment differs by jurisdiction and changes over time. Which of the two a household should hold, and in what order, is covered separately.

References

SourceDocumentWhere
Insurance Regulatory and Development Authority of IndiaMaterial on life insurance contracts and on unit-linked insurance contracts, covering what a policy document and a benefit illustration must disclose to a buyer, the requirement for a lock-in period on unit-linked contracts, the consequences of discontinuing premiums, the window after issue in which a policy may be returned, and the grievance routeirdai.gov.in
Securities and Exchange Board of IndiaMaterial on pooled investment vehicles and on unit pricing, named because the invested half of a bundled insurance contract holds funds and a reader will meet the same vocabulary theresebi.gov.in
Daniel Kahneman and Amos TverskyWork on how a certain loss is weighed against an uncertain gain of the same size, the finding behind the difficulty of paying for cover that returns nothingPublished research on decision making under risk

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.

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