ULIP: Insurance and Investment in One Product, and the Trade-Off

A unit-linked insurance plan, or ULIP, is one contract holding two products. Part of every premium buys life cover, the rest is invested in funds the household picks, and charges are taken at four separate points. The trade, on the invented figures worked below, is much less cover for the same money, plus a cost that no single number on the statement adds up.

Underneath that answer sits one idea that settles nearly every question people ask about these contracts. The product is two products inside one wrapper, and almost everything worth knowing is found by following a single premium through the wrapper and watching where each part of it stops. Nothing is concealed. The difficulty is not concealment, it is layering: four charges, four bases of measurement, four moments in the year, and no line anywhere that adds them into one figure a household could compare against anything else.

What is a unit-linked policy, and why does it feel like a single thing?

Consider a hotel room that comes with breakfast. One amount is paid at the desk and two things are received, a bed and a meal, and because there is one bill the cost of the breakfast never appears. If the room next door is available without breakfast for less, the difference can be worked out. If it is not, it cannot. Nobody has been misled. The bill was simply written at the level of the bundle rather than at the level of the parts.

A unit-linked policyA contract that bundles life insurance cover together with an investment in funds the buyer chooses, under one policy and one premium. is that arrangement applied to insurance. One premium goes in, and the contract splits it between a life cover that pays on a claim and an investment in funds the buyer chooses, with charges taken out along the way. One policy number, one premium date, one statement, one document: everything a household experiences about the product is singular, and everything happening inside it is plural.

The singularity of the wrapper is what makes the product hard to think about, and it is not a fault in the product. Meghna Bhosale holds her life cover as a separate contract, with a premium of Rs 9,600/- a year leaving the account each July, so she can say exactly what that cover costs. In a bundled contract the answer is spread across four lines that were never meant to be added together. A household cannot get it from anything on its statement.

Two words have to be held apart from the start, and everything that follows depends on the difference. The sum assuredThe fixed amount the insurer pays on a valid claim. The sum assured is written in the policy schedule and does not move with any market. is what the insurer pays on a valid claim, written into the schedule as a fixed rupee amount. The fund valueWhat the invested part of the policy is worth at a given moment. The fund value moves with the market and is not the amount payable on a claim. is what the invested side is worth at a moment, and it moves. Two numbers, two halves of the contract, and confusing them is the commonest misreading of the whole product.

What happens to one premium once it reaches the insurer?

One question answers most of the others, so follow the money rather than the vocabulary. A premium of Rs 30,000/- arrives once a year. The premium does not arrive at a fund. The premium arrives at the contract, and the contract has instructions about what to take out and in what order. Only what survives those instructions reaches a fund at all.

The instructions come one at a time, on the invented illustration used throughout. First, a premium allocation chargeA charge taken out of the premium itself, before any of it is invested. The allocation charge is expressed as a share of the premium. is taken as a share of the premium: 6 per cent here, Rs 1,800/-, leaving Rs 28,200/-. Second, the cover has to be paid for, and a mortality chargeThe cost of the life cover itself, taken periodically. The mortality charge depends on the amount of cover and on the age of the person covered. of Rs 90/- a month, Rs 1,080/- across the year, buys the Rs 3,00,000/- sum assured. Third, a policy administration chargeA charge for running the policy itself, taken periodically, often as a flat amount each month rather than as a share of anything. of Rs 250/- a month, Rs 3,000/- across the year, pays for running the contract. Rs 24,120/- is left, and that is the amount invested.

Check the arithmetic yourself. A household that can do this once can do it every year. Rs 1,800/- plus Rs 1,080/- plus Rs 3,000/- plus Rs 24,120/- is Rs 30,000/-. Nothing is missing and nothing is doubled. Of every hundred rupees of premium in this first year, about eighty go to the invested side, ten go to running the policy, six are taken from the premium at the door and under four buy the cover the word insurance in the name refers to.

What is the cover part of the contract actually doing?

The cover side is the simpler half and behaves like any pure protection contract. A sum assured is written into the schedule, and on a valid claim that amount is payable to the nominee. The sum assured is a promise written in rupees rather than a holding of anything, so it does not rise when a market rises or fall when a market falls.

Now look at what the cover costs inside the wrapper. Most readers expect the villain here and will not find one. Rs 1,080/- a year of mortality charge supports Rs 3,00,000/- of sum assured, so every rupee of that charge carries about Rs 278/- of cover. Meghna Bhosale pays Rs 9,600/- for Rs 25,00,000/-, about Rs 260/- of cover per rupee. The cost of the cover inside the wrapper is not the expensive part of this product on these figures, and saying otherwise would be a comfortable story rather than an accurate one.

So where does the smallness of the cover come from? Not from the price of cover but from the quantity bought. Only Rs 1,080/- of a Rs 30,000/- premium was spent on cover at all. A household comparing the two contracts is not comparing two prices for the same thing, it is comparing two very different quantities of the same thing bought with the same money.

What is the invested part, and what exactly is a unit?

Investing as a subject is covered separately. The part that matters here is small and mechanical. When the Rs 24,120/- goes to the invested side it does not sit as rupees. The money buys unitsEqual shares in a pooled fund. Money buys a number of units at the price on that day, and the number held is what the statement counts. in whichever funds the buyer selected, at the price those units carry on the day.

Think of a housing society bulk-buying rice for its residents. Money in the pot buys sacks at that day price, and each share is counted in sacks rather than rupees. A later change in the price changes what the sacks are worth, not how many anybody holds. Money buys a number of units on a day, the number is fixed at that moment, and the price is the only part that moves afterwards. Two of the four charges are collected in that same counting. The allocation charge comes out in rupees before units are bought. The mortality and administration charges are recovered afterwards by cancelling units month after month, so no money leaves any bank account and units simply disappear from the count.

The numbers already given carry it through. After the allocation charge, Rs 28,200/- goes in. An invented unit price of Rs 10/- on the day, taken purely so the arithmetic is visible, buys 2,820 units. The cover and administration charges together are Rs 340/- a month. At Rs 10/- a unit that is 34 units cancelled monthly and 408 across the year. The remaining count is 2,412 units, and at that price 2,412 units are Rs 24,120/-, exactly the figure the premium walk produced.

Where do the four charges sit, taken one at a time?

Here is the part that repays slow reading. There are four charges on this illustration, and the reason they are hard is not that any one of them is complicated. Each on its own could be explained to a child. The difficulty is that no two of them are measured against the same thing, so they cannot be added, compared or summarised without arithmetic that nothing on the statement invites anybody to do.

The premium allocation charge

Taken out of the premium itself, at the door, before anything is invested, and expressed as a share of the premium: 6 per cent on this invented illustration, Rs 1,800/- out of Rs 30,000/-. Its base is the premium, so it is large in a year when a large premium is paid and nothing at all in a year when none is. Whether it stays at the same share in later years is written in the contract and is read there.

The mortality charge

The mortality charge buys the cover, the only part of the arrangement that is insurance in the ordinary sense. Its base is the amount of cover and the age of the person covered, so it rises as that person gets older even when nothing else changes. Here it is Rs 90/- a month, Rs 1,080/- a year, for a sum assured of Rs 3,00,000/-. The mortality charge is the smallest of the four, and the only one buying the thing the product is named for.

The policy administration charge

The administration charge pays for running the contract, and its base is the contract rather than any amount of money: a flat Rs 250/- a month, Rs 3,000/- a year. Being flat is what makes it worth noticing. A flat charge is a small share of a large premium and a large share of a small one. The same Rs 3,000/- is 10 per cent of a Rs 30,000/- premium and would be 20 per cent of a Rs 15,000/- one, and nothing on the statement performs that division for the household.

The fund management charge

Taken from the invested side for managing the funds, and the base of the fund management chargeA charge for managing the invested money, taken as a share of the fund itself rather than of the premium, usually reflected in the unit price. is the fund rather than the premium. The fund management charge is a share per year and is generally reflected in the unit price, so the household never sees it leave anything. The charge is named here and carries no rupee figure. A rupee figure would need a fund value, a fund value in a future year would need a return, and nobody has that return.

Why is one fee easier to read than four charges that are each simple?

Try a comparison from any street on any evening. A seller quoting Rs 40/- a kilo can be checked against the next stall in two seconds. Now price the same vegetable as a basket charge of Rs 12/-, plus 4 per cent of the value, plus Rs 3/- a bag, plus a share of the weighing scale rental billed monthly. Every one of those is real and honestly stated, and nobody could compare two stalls priced that way while standing there.

A bundled policy prices itself in the second style, and the consequence is not that the household is cheated. The consequence is that comparison becomes a task rather than a glance, and tasks needing a calculator and twenty minutes at a kitchen table do not happen in a room where somebody is waiting for a decision.

A second effect sits underneath the first, and it is about attention rather than arithmetic. Daniel Kahneman and Amos Tversky established that people weigh a certain loss far more heavily than an equivalent uncertain gain. A product that returns something at the end is therefore easier to buy than one that returns nothing. Pure protection asks a household to pay every year for a benefit it hopes never to collect. A bundled policy hands back a fund value, so the money feels kept rather than spent, and that feeling is why the harder comparison never gets made.

What is the lock-in, and why is it a property rather than a penalty?

Every one of these contracts carries a lock-inA period during which the invested money cannot be taken out of the policy. Its length is set by the contract and by regulation. period, a stretch of time at the start during which the money cannot be taken out. The length is set in the contract and by regulation, and it is stated plainly in the policy document.

The shape of the lock-in matters more than its length. A lock-in is often described as a penalty for leaving early, and that gets the mechanism backwards. A lock-in is a property of the contract from the first day, disclosed before anything is signed. The money is not withheld as punishment for a decision. The money was never available, and the household agreed to that when it agreed to the product.

Now put the lock-in beside the charges. The allocation charge comes out of the premium at the door, so the charges taken from the premium are heaviest in the earliest years, and the lock-in runs from the start too. The years in which the most is taken out of the premium are the same years in which nothing can be moved, so a household that notices something in year one and a household that notices nothing until year four are in exactly the same position.

Who carries it when the fund falls?

The household does. The household carrying the fall is the defining property of the product. The word insurance in the name quietly suggests the opposite to almost everybody who reads it.

Split the contract in two once more and the answer is obvious. On the cover side the insurer carries the risk: a valid claim produces Rs 3,00,000/- whatever any market has done, and the mortality charge buys that promise. On the invested side the household carries it: the units belong to the household and a fall in their price is a fall in what the household holds. The invested side was never a promise, it was a holding, so nothing in the contract turns a market loss there into an obligation of the insurer. Carrying investment risk is not a defect. The risk has to be located correctly. A household that believes an insurer stands behind the fund value will watch different things from one that knows it stands behind the sum assured alone.

What did the quotation the Bhosale household was shown actually say?

Before the Bhosale household took the term policy it holds now, it was shown a quotation for a bundled contract, and it is worth putting on the table because it is the ordinary case rather than an extreme one. The premium was Rs 30,000/- a year, the sum assured Rs 3,00,000/-, and four charges were named on the illustration.

Start with what it was being asked to pay. Rs 30,000/- a year is Rs 2,500/- a month out of a take-home of Rs 39,800/-, in a house already committing Rs 42,770/- a month to everything else. The two policies the household actually holds cost Rs 9,600/- and Rs 14,400/-, Rs 24,000/- a year together, so the bundled contract alone wanted Rs 6,000/- a year more than both combined.

Now the comparison the whole trade turns on, and it is arithmetic rather than opinion. The household pays Rs 9,600/- a year for Rs 25,00,000/- of term cover. Every rupee of that premium carries Rs 260/- of cover. Apply that same rate to Rs 30,000/-, the premium the quotation wanted, and it buys Rs 78,12,500/- of cover. The quotation offered Rs 3,00,000/-. The same money buys about twenty six times the protection when the two products are not bundled, and that single ratio is the trade in one line.

Two cautions before that ratio is carried anywhere it does not belong. The ratio is built from one invented quotation and one invented term rate, so twenty six is a property of these figures rather than a fact about products in general. The ratio also compares only the cover. The bundled contract invests Rs 24,120/- as well, and the term policy invests nothing. Where that Rs 24,120/- ends up depends on what the funds do. Investing is covered separately.

All five points read out in prose. At point one the premium is Rs 30,000/- and nothing has been taken. At point two Rs 1,800/- of allocation charge has gone and Rs 28,200/- remains. At point three the mortality charge of Rs 1,080/- has gone and Rs 27,120/- remains. At point four the administration charge of Rs 3,000/- has gone and Rs 24,120/- remains. At point five that Rs 24,120/- is invested, the charges total Rs 5,880/-, and the sum assured has been Rs 3,00,000/- throughout.

What is the trade, said plainly as a trade?

A trade has two sides, and an account that lists only one side has written a warning rather than a description. Both sides follow.

A household gets something real. One contract instead of two, one premium date instead of two, one document to keep and one policy number to find when somebody at a desk asks for it. For a household that has already had a hospital ask for a number nobody could produce, that is not trivial. Money that would otherwise sit in a savings account is put to work without anybody having to open a separate arrangement. For a household that would never have got round to the second decision, the bundle turns an intention into something that happens.

A household gives up something real too. On the figures above the bundled contract takes Rs 3,00,000/- of cover where the same premium at its own term rate would have carried Rs 78,12,500/-. The household accepts a cost spread across four layers that no line adds up, a lock-in during which the money cannot be moved whatever it learns, and investment risk sitting on its own side while the word insurance sits on the cover of the document. The trade is one contract and less to do, against far less protection for the same money and a cost that cannot be read as a single number.

Which side of that trade a household should take is not settled by the arithmetic. The answer depends on things the arithmetic cannot reach: whether the household would in fact have arranged anything separately, how much protection its own position actually needs, and how it weighs simplicity against cost. The answers belong to the household. The arithmetic is the part that can be settled in advance.

What does this product ask of a household that a term policy never would?

A pure protection policy asks one thing of a household across its whole life: pay the premium on its date. Paying the premium is the entire maintenance schedule. Nothing inside a pure protection policy moves, so nothing has to be chosen, nothing has to be reviewed and no statement has to be read.

A bundled contract asks for a good deal more, continuously. Funds have to be chosen at the start, and choosing means holding a view on what kind of fund suits the household. SwitchingMoving the invested part of a policy from one fund to another inside the same contract, without leaving the policy. between funds is available inside the contract, so whether to switch and when becomes a live decision, and a decision not taken is still a decision. The four charges have to be read and added by hand. The statement has to be checked against the illustration handed over at the start. Almost nobody can find that illustration three years later. And the end of the lock-in has to be known. That date is when the household regains the ability to act.

Set that beside the household in this case. Meghna Bhosale works a full week, Ashok Bhosale is at the tailoring counter, Ira Bhosale is at school, and the money conversation happens on a Sunday evening if it happens at all. The question is not whether the maintenance a bundled contract asks for is unreasonable, it is whether it will actually be done. A maintenance schedule nobody performs is a cost the household pays without receiving what it pays for.

How does a household actually use any of this on a Sunday evening?

Start with the household itself. If a bundled policy is already held, there are three numbers to find and none is the fund value. The sum assured, in the policy schedule, a fixed rupee amount. The list of charges, in the benefit illustration handed over at the start and in the charges section of the document. And the date the lock-in ends, the date that decides whether the rest is actionable this year or is simply information. Twenty minutes with the document produces all three.

Then read the statement differently. Instead of asking whether the fund value went up, ask what the contract cost this year and what protection it carried. The statement does not total the four charges, so they have to be added by hand, and that total belongs beside the sum assured the charges bought. That pair of numbers, cost and protection, is what a household would compare if it were choosing today, and it is exactly the pair no line on the statement produces.

An adviser at a desk reads the same product from the other side. The illustration in front of them shows how each charge is levied and on what base, so what the premium buys in cover and what it puts to work are both visible immediately. A household that walks in already knowing its own numbers, what leaves the house each month and what income would have to be replaced, changes the conversation from a product being described to a position being discussed.

A lender reads it a third way. Where a policy is offered as security or counted as part of a household position, what matters is the part that is contractually certain, the sum assured, and the part that is not, the fund value. A fixed promise of Rs 3,00,000/- and a fluctuating holding are not the same kind of asset however similar they look on a statement, and the split drawn here between the two halves of the contract is the split a lender applies.

Is holding one of these a mistake to feel bad about?

No, and the reason is structural rather than kind. Comparing four charge layers against a separated pair of contracts needs a second quotation, a calculator, an uninterrupted half hour and the confidence to say wait to a person waiting for an answer. Almost nobody buys one of these after making that comparison. Few of those are available in the room where these decisions get made. A household that did not perform it was not being lazy.

Nor is the product a trick. Every charge described here appears in the documents, the lock-in is disclosed before signature, the investment risk is stated, and there is a window after issue in which a policy can be returned. The problem is legibility rather than honesty, and those two get confused constantly, usually by people who have never sat with the document.

And if a household reads this and concludes that its bundled policy is not what it would choose today, that is not yet an action. Surrendering, stopping premiums, switching or holding all carry consequences that depend on the contract, on the lock-in, on how much has been paid and on what cover would be left meanwhile. Which of them to take is settled at the desk of somebody with the document open, and a household that understands the structure can ask the question properly.

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.