Why Surrender Charge Schedules Matter
A universal life policyholder who surrenders a policy may receive less than the policy’s account value. One reason is a surrender charge: a contractual deduction that may depend on how long the policy has been in force. The charge often declines over time, but its amount depends on both the schedule and the base specified in the contract.
The key calculation is not simply “account value minus a percentage.” The charge might instead be a fixed dollar amount or a stated amount per unit of specified insurance coverage. A sound calculation therefore identifies the applicable policy year, reads the corresponding schedule entry, applies it to the correct base, and then determines the net proceeds. The examples use hypothetical policy terms; actual contract provisions govern.
Selecting the Correct Schedule Entry
A schedule is indexed by a duration convention, usually policy year. Policy year 1 runs from issue to the first policy anniversary; policy year 2 runs from the first anniversary up to, but not including, the second; and so on. Thus a policy that has been in force for two years and four months is in policy year 3 under this convention. The elapsed time is not rounded down and then used as the schedule year: the policy is already in its third policy year.
The contract controls the exact timing convention. It may specify how to treat surrender on an anniversary or whether a charge applies on a particular date. If the problem states that surrender occurs at the end of a policy year, use that year’s entry. If surrender occurs between anniversaries, first determine the policy year under the stated convention.
| Schedule form | Calculation of the scheduled charge | Base to verify |
|---|---|---|
| Percentage of account value | Rate for the policy year multiplied by account value | Account value at surrender |
| Fixed dollar amount | Dollar amount listed for the policy year | Whether a cap or other contractual adjustment applies |
| Amount per unit of specified insurance | Scheduled amount per unit multiplied by the number of units | Specified amount and unit size |
| Percentage of premiums | Rate for the policy year multiplied by the contract-defined premium base | Which premiums count and whether the base is cumulative |
A schedule that declines over time does not, by itself, determine how surrender proceeds change. The account value may also change. Nor should a surrender charge be confused with a monthly policy charge: in these examples, the surrender charge is assessed when the policy is surrendered, not deducted repeatedly as part of the account-value projection.
Calculating Proceeds from a Percentage Schedule
For a schedule expressed as a percentage of account value, let \(c_k\) be the scheduled percentage in policy year \(k\). If the contract defines the base as the account value at surrender, the uncapped scheduled charge is \(\widetilde C_t=c_k AV_t\). Subtracting the charge gives proceeds before any other adjustments.
The formula follows directly from the cash amount paid out: the policy account value is the starting amount, and the charge is the scheduled fraction of that same amount. Therefore \(R_t=AV_t-c_kAV_t=AV_t(1-c_k)\). This derivation depends on the charge being a percentage of account value; it does not apply unchanged to a fixed charge or a charge based on face amount.
Worked Example: Percentage Charge at Two Durations
A hypothetical universal life policy has a surrender charge equal to the following percentage of account value: 12% in policy year 1, 10% in year 2, 8% in year 3, 6% in year 4, 4% in year 5, 2% in year 6, and 0% thereafter. Assume the contract caps the charge at account value. Calculate proceeds for an account value of $48,000 at the end of year 3 and for an account value of $52,000 at the end of year 5.
Method. Select the schedule percentage for each stated policy year, multiply it by the account value at that duration, and subtract the resulting charge.
End of year 3. The applicable rate is 8%. The scheduled charge is \(0.08\times \$48{,}000=\$3{,}840\). Because $3,840 is less than the $48,000 account value, the cap does not change the charge. Proceeds are \(\$48{,}000-\$3{,}840=\$44{,}160\).
End of year 5. The applicable rate is 4%. The scheduled charge is \(0.04\times \$52{,}000=\$2{,}080\). This is below the account value, so proceeds are \(\$52{,}000-\$2{,}080=\$49{,}920\).
Check and trap avoided. The year 5 rate is lower than the year 3 rate, but the year 5 proceeds are not found by applying 4% to the year 3 account value. Each surrender calculation uses the account value at its own stated duration. The calculated charges are below their respective account values, and subtracting each charge reproduces the stated proceeds.
Fixed-Dollar Schedules and the Policy-Year Boundary
For a fixed-dollar schedule, the selected entry is the charge amount; it is not a percentage to multiply by account value. If a contract says the charge is capped at account value, apply that cap after identifying the scheduled dollar amount. Otherwise, use the contract’s own rule.
Worked Example: A Fixed Charge Between Anniversaries
A hypothetical contract specifies fixed surrender charges of $2,400 in policy year 1, $1,800 in year 2, $1,200 in year 3, and $600 in year 4. The charge is zero in year 5 and later. The contract caps the charge at account value. The policy is surrendered two years and four months after issue, when its account value is $9,200. Calculate the proceeds. Also determine the proceeds if the same policy were instead surrendered in policy year 1 with an account value of $1,500.
Method. Use the policy-year interval to find the schedule entry, then apply the fixed amount and any stated cap.
Two years and four months after issue falls in policy year 3: year 3 begins at the second anniversary and ends immediately before the third anniversary. The scheduled fixed charge is therefore $1,200. It is less than the $9,200 account value, so the cap does not apply. Proceeds are \(\$9{,}200-\$1{,}200=\$8{,}000\).
For the second surrender, the policy is in year 1, so the scheduled charge is $2,400. The account value is only $1,500. The contract’s cap makes the actual charge \(\min(\$1{,}500,\$2{,}400)=\$1{,}500\). Proceeds are \(\max(0,\$1{,}500-\$1{,}500)=\$0\).
Check and trap avoided. Using the year 2 entry for the first surrender would incorrectly treat two completed years as policy year 2. Under the stated anniversary convention, the policy is already in year 3. Also, the year 1 charge cannot reduce proceeds below zero because this contract explicitly caps the charge at account value.
Charges Based on Specified Insurance Amount
Some schedules state a dollar charge for each unit of specified insurance coverage. In that case, the charge depends on the amount of coverage and the policy-year entry, not directly on account value. For example, if the schedule gives a charge of \(q_k\) dollars per $1,000 of specified amount \(F\), the scheduled charge is \(q_k(F/1{,}000)\). Check that the unit in the schedule matches the unit used in the calculation.
Worked Example: Charge per $1,000 of Specified Amount
A hypothetical policy has a specified amount of $250,000. Its surrender charge is $18 per $1,000 of specified amount in year 1, $14 in year 2, $10 in year 3, $6 in year 4, and $2 in year 5; it is zero thereafter. The contract caps the charge at account value. At three years and four months after issue, the account value is $37,500. Calculate the surrender proceeds.
Method. Identify the policy year, convert the specified amount into schedule units, calculate the charge, and subtract it from account value.
Three years and four months after issue is policy year 4. The number of $1,000 units is \(\$250{,}000/\$1{,}000=250\). The year 4 rate is $6 per unit, so the scheduled charge is \(250\times \$6=\$1{,}500\). This is less than the $37,500 account value, so the cap has no effect. Surrender proceeds are \(\$37{,}500-\$1{,}500=\$36{,}000\).
Check and trap avoided. The $6 is a dollar charge per $1,000 of specified amount, not a 6% rate. Multiplying the account value by 6% would give $2,250, which uses the wrong charge basis. The correctly calculated charge is $1,500, and adding it back to the $36,000 proceeds gives the original $37,500 account value.
A Reliable Calculation Process
A brief sequence of checks prevents most schedule errors. In particular, keep the timing decision separate from the charge arithmetic: a perfectly executed multiplication still gives the wrong result if the wrong policy-year entry is selected.
Determine the policy year using the contract’s anniversary convention. Do not substitute completed years for the policy-year number without checking the intervals.
Identify the rate or amount for that policy year, including any stated rule for anniversaries or later durations.
Check whether the entry applies to account value, a specified amount, premiums, or a fixed dollar charge.
Use a minimum or other adjustment only if the contract specifies it. Keep separate adjustments distinct from the surrender charge.
Subtract the actual charge from account value, apply any required zero floor, and verify that the deduction and proceeds reconcile to the starting account value.
Common Mistakes and Why the Distinctions Matter
- Using the wrong duration. A surrender between anniversaries generally belongs to the policy year that has begun, not the number of full years elapsed. Follow the specific contract convention.
- Applying every schedule as a percentage. A dollar amount per $1,000 of coverage is multiplied by the number of coverage units; a fixed-dollar schedule is not multiplied by anything.
- Using an unstated base. A percentage applies to the base named in the contract. Do not assume it is account value if the schedule specifies premiums or another base.
- Ignoring a charge cap—or assuming one. Apply a cap when the problem states one. Do not invent a cap if the contract terms do not provide it.
- Confusing a surrender deduction with an account-value charge. The examples assess the charge at surrender. They do not treat it as a monthly deduction during the account projection.
The schedule matters because two policies with the same account value can produce different surrender proceeds if their durations, charge bases, or contract terms differ. Conversely, a declining schedule does not guarantee increasing proceeds: account value can change at the same time. For valuation, projection, or comparison, calculate the charge at the specified surrender date and report the net amount payable under the stated terms.
Check Your Understanding
For each hypothetical contract, use the stated policy-year convention and charge terms. Amounts are in dollars.
- A policy’s charge is 5% of account value in policy year 4. At the end of year 4, the account value is $31,500, and there is no other adjustment. What are the charge and surrender proceeds? (Answer: Charge $1,575; proceeds $29,925.)
- A fixed-dollar schedule is $1,800 in year 1, $1,400 in year 2, $1,000 in year 3, $600 in year 4, $200 in year 5, and zero in year 6 and later. A policy is surrendered five years and seven months after issue with an account value of $12,400. There is no other adjustment. What are the proceeds? (Answer: $12,400.)
- A policy with a specified amount of $180,000 has a surrender charge of $13 per $1,000 of specified amount in policy year 2. At the end of year 2, its account value is $29,750. The charge is not capped. What are the charge and proceeds? (Answer: Charge $2,340; proceeds $27,410.)
- A contract charges 4% of cumulative gross premiums in policy year 3. By surrender, cumulative gross premiums are $15,000 and account value is $18,400. The charge is not capped and there are no other adjustments. What are the charge and proceeds? (Answer: Charge $600; proceeds $17,800.)
- A fixed charge of $1,250 applies in policy year 1, and the contract caps the charge at account value. A policy is surrendered in year 1 with an account value of $900. What actual charge and proceeds apply? (Answer: Actual charge $900; proceeds $0.)