AbraCalc

Life Insurance Needs Calculator (DIME Method)

Estimate how much life insurance coverage you need with the DIME method: Debt, Income replacement, Mortgage, and Education.

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How to use this tool

  1. Enter your non-mortgage debt and your mortgage balance.
  2. Enter the annual income you want to replace and for how many years.
  3. Add expected education costs for your children.
  4. Subtract coverage and savings you already have to see your remaining gap.

The DIME method is a quick, widely used way to size a life insurance policy. It adds up four obligations your death benefit should cover — Debt, Income replacement, Mortgage, and Education — then subtracts the coverage and savings you already have.

Formula

DIME coverage need

Gross need = Debt + (Annual income × Years) + Mortgage + Education

Coverage needed = max(0, Gross need − Existing coverage & savings)

The income term replaces several years of earnings; the result is floored at zero because you cannot need negative coverage.

How it works

The DIME framework keeps life-insurance sizing transparent by tying every dollar of coverage to a specific obligation rather than a vague rule of thumb. Debt and the mortgage ensure your survivors are not forced to sell the home or service loans; the income term funds day-to-day living for a chosen number of years; and the education term sets aside tuition so children's plans survive the loss of a parent.

This calculator uses a simple (non-discounted) income multiple, which is the standard consumer version of DIME. It intentionally errs slightly high because it ignores future raises and investment growth on the death benefit — a conservative bias most planners prefer for a first estimate. For a precise figure, a fee-only advisor can run a discounted human-life-value model that accounts for inflation and the return earned on the payout.

Subtracting existing coverage and earmarked savings prevents over-insuring. If you already hold an employer group policy or a previous individual policy, count it here so you only buy the gap. Re-run the numbers after major life events — a new child, a paid-off mortgage, or a salary change all move your target materially.

Worked example

Married parent with a mortgage and college plans

  1. Income replacement: $60,000 annual income × 10 years = $600,000.
  2. Add debts and obligations: $20,000 debt + $600,000 income + $200,000 mortgage + $100,000 education = $920,000 gross need.
  3. Subtract existing coverage and savings: $920,000 − $50,000 = $870,000.

Coverage needed: $870,000.00

Income-replacement coverage by salary and years (income term only)

Annual income5 years10 years15 years20 years
$40,000$200,000$400,000$600,000$800,000
$60,000$300,000$600,000$900,000$1,200,000
$80,000$400,000$800,000$1,200,000$1,600,000
$100,000$500,000$1,000,000$1,500,000$2,000,000
$150,000$750,000$1,500,000$2,250,000$3,000,000

Key terms

DIME method
A coverage-sizing rule that sums Debt, Income replacement, Mortgage, and Education, then subtracts assets already in place.
Death benefit
The lump sum a life-insurance policy pays to your beneficiaries when the insured person dies.
Income replacement
The portion of coverage meant to substitute for the insured's earnings for a set number of years.
Human life value
An alternative method that estimates the present value of your future earnings, discounted for inflation and investment return.

Frequently asked questions

How much life insurance do I really need?
There is no single answer, but the DIME method gives a defensible estimate by covering your debt, several years of income, your mortgage, and your children's education, minus what you already have. Many families land between 7x and 10x annual income.
Should I include my employer's group life policy?
Yes — count it under existing coverage. Group policies often end when you leave the job, so treat them as a temporary offset rather than a permanent solution.
Does DIME account for inflation or investment growth?
No. This consumer version uses a straight income multiple, which slightly over-estimates the need and so builds in a small safety margin. A discounted human-life-value model is more precise if you want to factor in returns on the payout.

References & sources