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Worked examples · Family protection

Life Insurance Needs Example: Calculating a Family’s Coverage Gap

Build a needs-based family coverage estimate from immediate obligations, income replacement, education, existing savings, and current insurance.

Published August 5, 2026 · 14 min read

Editorial family protection scene stacking mortgage, income, education, and reserve needs against available resources

This family’s needs-based model produces $1,217,355 of total financial needs. Available savings, investments, and existing coverage total $520,000, leaving an estimated additional coverage need of $697,355. A simple income-times-ten figure would be $720,000, which differs because it does not explicitly reconcile the mortgage, emergency reserve, survivor income, dependent care, education, assets, and current insurance.

The calculation estimates an amount of household need; it does not choose an insurance product, policy type, insurer, or term. The inputs should be revisited when family obligations or available resources change.

Scenario at a glance

Total modeled needs
$1,217,355
Immediate, recurring, and future goals
Available resources
$520,000
Assets plus existing insurance
Additional coverage gap
$697,355
Additional coverage may be needed
Income × 10 comparison
$720,000
A shortcut, not the calculator result

The family assumptions

Household needs and timing inputs
InputValueTiming
Annual household support$72,00015 years
Annual survivor income$24,000Offsets the recurring income need
Mortgage$310,000Immediate
Other debts$22,000Immediate
Final expenses$18,000Immediate
Emergency reserve6 × $5,200Immediate
Other immediate goal$15,000Immediate
Dependent care$12,000/year8 years
Education goal today$120,000In 10 years
Annual discount return5.0%Present-value assumption
Resources available to meet the need
ResourceAmount
Liquid savings$45,000
Available investments$55,000
Existing individual coverage$300,000
Existing employer coverage$120,000

Worked example

Build needs, subtract resources, find the gap

  1. Add immediate obligations

    $310,000 + $22,000 + $18,000 + $31,200 + $15,000 = $396,200

    The emergency reserve is six months of essential expenses, not an extra annual-income multiple.

  2. Calculate income replacement

    $612,466

    Each month’s household support minus survivor income is grown and discounted across the 15-year period.

  3. Add dependent care and education

    $88,690 + $120,000

    These goals use their own timing and cost-growth assumptions.

  4. Total the financial need

    $396,200 + $612,466 + $88,690 + $120,000 = $1,217,355

    Every category appears once in the needs stack.

  5. Subtract existing resources

    $1,217,355 − $520,000 = $697,355

    The positive remainder is the modeled additional coverage gap.

What makes up total needs

Recurring and future amounts are shown at the present values used by the calculator. The accessible table provides timing and nominal context.
Needs stack from the calculator
CategoryTimingNominal amountPresent valueShare of total
Mortgage payoffCurrent$310,000$310,00025.5%
Other debtsCurrent$22,000$22,0001.8%
Final expensesCurrent$18,000$18,0001.5%
Emergency reserveCurrent$31,200$31,2002.6%
Other immediate goalsCurrent$15,000$15,0001.2%
Income replacementMonthly, end of month$886,994$612,46650.3%
Dependent careMonthly, end of month$108,167$88,6907.3%
Education goalIn 10 years$195,467$120,0009.9%

Why the income-times-ten shortcut differs

Ten times $72,000 is $720,000. It ignores survivor income and existing resources, but it also ignores the family’s specific mortgage, dependent care, education timing, emergency reserve, and other goal. Depending on the household, those omissions can push the shortcut above or below a needs-based estimate.

The purpose of the detailed model is not to produce certainty to the nearest dollar. It is to make each assumption visible enough to challenge. If the family decides the mortgage need should be lower, survivor income will be higher, or education is funded elsewhere, the relevant line can be changed instead of hiding the decision in a multiplier.

Needs minus resources

The gap is total modeled need less all entered available assets and existing coverage. Resources are not added to the need.

Income-replacement sensitivity

Changing the replacement period changes hundreds of monthly cash flows, not just one annual multiplication. A shorter period reduces the present value of the gap; a longer period increases it. The fixed mortgage, debts, final expenses, reserve, and existing resources remain unchanged.

Additional coverage by replacement period

The 10-, 15-, and 20-year scenarios change only the income-replacement horizon. Other family assumptions stay fixed.
Income-replacement sensitivity
Replacement periodIncome replacement present valueTotal needsAdditional coverage gap
10 years$430,109$1,034,999$514,999
15 years$612,466$1,217,355$697,355
20 years$775,907$1,380,797$860,797

Higher survivor income scenario

If expected survivor income rises from $24,000 to $36,000, the base additional need changes from $697,355 to $551,800. This is a sensitivity test, not a promise that employment or earnings will continue through the entire replacement period.

Evaluate the quality of available resources

Not every asset on a net-worth statement belongs in this calculation. The family excludes its home and retirement accounts from available resources because the home is already tied to the mortgage assumption and retirement assets may have taxes, access limits, or another survivor goal. Including them without adjusting the corresponding needs could double count their role.

Employer life insurance is included at $120,000, but employment-based coverage may change with the job. The calculation accurately reflects the submitted amount today; it does not guarantee portability or future eligibility. A review should distinguish individually owned coverage from workplace benefits even though both reduce the current modeled gap.

The education goal is also a household priority rather than a legal certainty. Reducing it changes the estimate, but the choice should be explicit. Likewise, paying down the mortgage reduces an immediate need dollar for dollar if the household still intends full payoff. These line-by-line effects make the model useful for life-event updates and show why a single salary multiple cannot explain the result.

Life events that should trigger an update

  • A home purchase, refinance, or major principal reduction.
  • A birth, adoption, care-cost change, or child becoming financially independent.
  • A material change in either adult’s income or employment coverage.
  • New debt, a funded education account, inheritance, or a large asset withdrawal.
  • A change in desired replacement period, survivor work plan, or household expenses.

Limits and actions to test

The example excludes taxes, probate timing, policy exclusions, underwriting, premiums, and product design. Return, inflation, income, and care-cost inputs are assumptions. The result is an educational estimate of amount, not a recommendation for term life, whole life, a carrier, or a policy. For the decision method behind the inputs, read the life insurance fundamentals guide.

  1. Enter obligations and future goals separately instead of using one income multiple.
  2. Include only survivor resources genuinely available for these needs.
  3. Test shorter and longer replacement periods.
  4. Change survivor income independently and treat it cautiously.
  5. Recalculate after a material family, debt, asset, or employment change.