A market drop inside a variable universal life policy, quarter by quarter

Pat is 58 and has owned a variable universal life policy for several years. On the first day of this hypothetical year the account holds $60,000, nothing about the policy looks wrong, and the sales illustration still shows coverage lasting into the late 80s. Over the next four quarters the markets fall hard and then stop falling. Nothing dramatic happens to the policy on any single day, and that is exactly the point. The damage arrives as a series of ordinary statements.

Everything below is invented to show how the machinery behaves. The returns, the insurance rates and the ages are round numbers chosen for the example. Real policies vary, and the prospectus and contract for any actual policy control.

The setup

Pat's policy has these features, all hypothetical:

• A level death benefit (option A, explained in Universal life death benefit options A and B) of $400,000.
• An account value of $60,000, invested entirely in stock and bond subaccounts.
• A planned premium of $200 a month, which is $600 a quarter. A 5% premium load comes off each payment, so $570 reaches the account each quarter.
• A monthly cost of insurance rate of $0.50 per $1,000 of net amount at risk at Pat's age, rising about 10% a year as Pat ages.
• A $15 monthly administrative fee, so $45 a quarter.
• A mortality and expense charge of 0.60% a year of the account, or 0.15% a quarter.

The net amount at risk is the death benefit minus the account value. At the start it is about $340,000 once the quarter's premium is counted. The insurer charges for insurance on that gap, not on the whole $400,000, so the charge shrinks when the account grows and swells when it falls. The general mechanics of the product are in Variable universal life (VUL) insurance; the point here is how the pieces move together when the market drops.

The sales illustration assumed a steady 7% a year. Run at that rate with no surprises, a simple model of this policy keeps it in force to about age 87. That is the picture Pat bought.

Quarter 1: a 10% fall

The first quarter's account arithmetic, step by step:

1. Start: $60,000.
2. Add the premium after the load: $60,000 + $570 = $60,570.
3. Net amount at risk: $400,000 − $60,570 = $339,430.
4. Cost of insurance for three months: $0.50 × 339.43 × 3, about $509.
5. Administrative fee: $45. Mortality and expense charge: 0.15% × $60,570, about $91.
6. Total deductions: about $645.
7. Account after deductions: $60,570 − $645 = $59,925.
8. Market return of −10%: $59,925 × 0.90 = about $53,900.

The statement arrives and shows $53,900. The loss is plain and the cause is the market. What is less visible is that the deductions took $645 against $570 of net premium, so the policy would have shrunk slightly even in a flat market. That is normal for an older insured: the insurance cost is larger than the premium, and the account is expected to earn the difference.

Options at this stage. Almost nothing is urgent. It is a good moment to ask for an how to request and read an in-force illustration, which reprojects the policy from today's value. It is also a moment to resist two reflexes: assuming a quick rebound, and assuming nothing has changed. Neither is a plan.

Quarter 2: a further 15% fall

1. Start: $53,900 (using the rounded figure from quarter 1).
2. Add the premium after the load: $54,470.
3. Net amount at risk: about $345,500. Cost of insurance for the quarter: about $518.
4. Administrative fee $45; mortality and expense about $82. Total deductions: about $645.
5. Account after deductions: about $53,800.
6. Return of −15%: about $45,800.

Two things have changed. The account is down about 24% since the start of the year, and the deductions, still $645, now take a larger share of a smaller account. Annualized, the quarterly deductions of $645 are $2,580 a year, which was 4.3% of the opening account and is now about 4.8% of the quarter's starting value. The policy needs a higher return than before just to stand still.

Options at this stage. The in-force illustration, if Pat has requested one, now shows a different future. At the original 7% the policy still runs, but sooner than the first illustration promised. This is the stage at which a household can talk to the insurer, and to a fee-only planner, before the choices narrow. A planner can help sort out whether the allocation still matches Pat's time horizon. The insurer can say what options the contract allows. Nobody can say what the market will do.

Quarter 3: a further 8% fall

1. Start: about $45,800.
2. Add the premium: $46,370.
3. Net amount at risk: about $353,600. Cost of insurance: about $530.
4. Administrative fee $45; mortality and expense about $70. Total deductions: about $645.
5. Account after deductions: about $45,700.
6. Return of −8%: about $42,000.

The account is now about 30% below where it began. The net amount at risk has grown from about $339,000 at the start of the year to about $354,000 now, because the account shrank while the death benefit stayed fixed. The insurer is, in effect, covering more of the risk each quarter, and it charges for that. Annualized deductions of $2,580 are now about 5.6% of the quarter's starting account value, and rising.

Options at this stage. The decisions are now concrete. They fall into three groups.

Pay more. Raise the planned premium. In the simple model used here, with a 5% return from this point, the policy lasts to about age 77 at $200 a month. At $300 a month it reaches about 80; at $400, about 84; at $500, about 88. These figures come from a simple spreadsheet model with the assumptions listed above, including insurance rates that rise 10% a year, and are rounded; a real policy's numbers will differ.

Lower the cost. Reduce the face amount. Because the cost of insurance is charged on the net amount at risk, a smaller death benefit means smaller deductions. In the same model at a 5% return and the same $200 premium, cutting the face amount to $300,000 stretches the policy to about age 82, and cutting it to $250,000 to about age 86 or 87. The trade is obvious: Pat's family would receive less, and the contract may apply a surrender charge to a reduction. Ask first.

Change the exposure. The allocation can be changed within the contract's transfer limits. Moving to a fixed account gives up market risk and also gives up the chance to recover with the market. This is a judgment about risk, not a rescue; the article on variable universal life subaccounts: what you choose and what you cannot explains the limits on transfers.

None of these is advice. They are the levers the contract provides.

Quarter 4: the market stops falling

1. Start: about $42,000.
2. Add the premium: $42,570.
3. Net amount at risk: about $357,400. Cost of insurance: about $536.
4. Administrative fee $45; mortality and expense about $64. Total deductions: about $645.
5. Account after deductions: about $41,970.
6. Return of 0%: about $41,970.

A flat quarter is not a safe quarter. The account went nowhere, and the policy cost Pat about $75 more than the premium brought in. Annualized, the $2,580 in quarterly deductions is now about 6.1% of the account at the start of the quarter, against 4.3% a year earlier.

Here is the year in one table.

The account lost about 30% over the year, which matches the market: the three falls and the flat quarter compound to 0.90 × 0.85 × 0.92 × 1.00, about 0.70. Premiums added about $2,280 and deductions took about $2,580, so those two nearly cancelled, a net of about $300. The market took the rest, roughly $17,700. That is why the loss feels like a market event, even though the charges quietly mattered more at the end of the year than at the start.

What the in-force illustration now says

At the end of the year Pat asks for the new projection. Using the same simple model, with the account starting at about $42,000 and the premium left at $200 a month, the policy's projected end depends on the return assumed from here:

At the start of the year the illustration showed about 87. A year of losses, with no change in anything Pat did, moved the date forward by roughly eight to twelve years. This is the central lesson of the example. The policy did not change; the starting balance did, and the insurance costs that rise with age kept arriving regardless. Nor does the recovery, if it comes, undo it automatically: a rebound grows a smaller account, and the charges in the later years are larger than the early ones.

When a notice does arrive

In this example no warning notice reaches Pat during the year, because the account stays well above the amount needed to pay the next deduction. That is common. Insurers send a grace period notice when the account value, less any surrender charge, is no longer enough to cover the next monthly deduction. By then the problem is years old.

If that point is reached, the contract gives a grace period to pay enough to keep the policy going, and a lapse follows if the payment is not made. The length is set by the contract and state law. The state-by-state rules are in life insurance grace periods and lapses, and the reasons policies of this type fail are in why universal life policies lapse, and how to prevent it. A practical response plan for a projected shortfall appears in your universal life projection shows a shortfall: a response plan.

The same year for a younger insured

The example turns on Pat's age. Suppose a second owner, Alex, is 38 and has the identical policy: $400,000 level death benefit, $60,000 in the account, $600 a quarter in premium, the same 5% load and the same administrative and mortality and expense charges. The only difference is the insurance rate, which for a 38-year-old in this hypothetical is $0.10 per $1,000 a month instead of $0.50.

In the first quarter, Alex's cost of insurance is $0.10 × 339.43 × 3, about $102. Add the $45 fee and about $91 of mortality and expense charge and the deductions are about $238, against $570 of net premium. Alex's premium covers the deductions with about $332 to spare, so the account takes only the market's loss and then receives a small addition. After a 10% fall the account is about $54,300 instead of Pat's $53,900, and the gap between the two widens each quarter.

The lesson is not that young owners are safe. It is that the same market fall is more dangerous the older the insured and the lower the premium relative to the insurance cost, because the account has less surplus to absorb a loss. If the policy is also underfunded, as many are, a young owner's cushion may still be thin. The test is always the same: compare the premium going in with the deductions coming out, and then ask what happens if the account earns less than the illustration said.

Questions to ask the insurer after a large fall

A phone call or secure message after a bad quarter is more useful with a list. Ask:

1. What is the current net amount at risk, and what monthly cost of insurance is being charged now, compared with the guaranteed maximum in the contract?
2. At the current premium, how long does the policy last if the account earns the illustrated rate, a lower rate and zero from here?
3. How much premium would restore the original projected age at a lower assumed rate?
4. What would a reduction in the face amount do to the monthly charge, and does it trigger a surrender charge?
5. Is there a guarantee that keeps the death benefit in force, and what exactly does it require?
6. If the account value reaches the point where it cannot pay a month's deductions, when and how will I be notified, and to whom?

Written answers are better than verbal ones. If the answers raise tax questions, such as the effect of withdrawals on a policy near the limit that would make it a modified endowment contract, take them to a tax professional.

What the example does and does not show

It shows how a loss in the account feeds the cost of insurance, and how a steady premium can stop being enough. It also shows why a death benefit that is reduced or a premium that is raised early has far more effect than one made after the account is nearly gone.

It does not show every policy. Some variable policies carry a guarantee that the death benefit stays in force if a stated premium is paid on time, which changes the outcome. Some use an increasing death benefit, where the net amount at risk stays high whatever the market does. Some have lower insurance rates or a younger insured, so a drop of this size would take longer to matter. And the order of returns matters: the same four returns in a different order, say a rise first and the fall last, would leave a different account at the end of the year, though the loss on the way down would still be larger for a larger account.

A short checklist for a market-drop year

1. Open every statement, not only the annual one.
2. Request an in-force illustration after a significant fall, at the policy's current premium and at a lower assumed return than the original.
3. Find the guaranteed maximum cost-of-insurance rates in the contract, and compare them with what is being charged.
4. Learn what the contract says about reducing the face amount, raising premiums and changing the allocation, including any charges.
5. Check whether a death benefit guarantee applies and what keeps it alive.
6. Keep contact details current so any notice reaches you, and consider naming a second person to receive lapse notices where the insurer allows.
7. Speak with a licensed professional about decisions that touch taxes, such as withdrawals or loans.

Key takeaways

• In a variable universal life policy, a market fall shrinks the account and raises the net amount at risk, so the insurance deductions weigh more heavily on a smaller balance.
• In the example, deductions of about $2,580 a year grew from 4.3% to about 6.1% of the account in four quarters, with no change in the policy.
• A flat or recovering market does not restore a projection; the same premium can buy years less coverage than the original illustration showed.
• The levers are paying more, lowering the face amount, adjusting the allocation and asking for an updated illustration early, and each has a cost that the contract spells out.
• Warning notices come late, so check statements and request in-force illustrations yourself.