Estimator Inputs
Responsive form: 3 / 2 / 1 columnsEnter your details to estimate recommended coverage and an illustrative premium range.
Example Data Table
These examples illustrate how inputs translate into coverage recommendations.
| Profile | Income | Years | Debts | Offsets | Recommended Coverage |
|---|---|---|---|---|---|
| Age 35, nonsmoker, standard | 60,000 | 20 | 135,000 | 105,000 | ~ 700,000 |
| Age 45, smoker, substandard | 85,000 | 15 | 220,000 | 60,000 | ~ 900,000 |
Formula Used
1) Income support (present value)
Annual support P = Income × Support%. Growth g = Inflation. Discount r = Return. Years n = Replacement years.
If r ≠ g: PV = P × (1 − ((1+g)/(1+r))n) ÷ (r − g). If r = g: PV = P × n ÷ (1+r).
2) Coverage gap
Gross need = PV income + debts + final + education + goals.
Buffered need = Gross need × (1 + buffer%).
Net need = max(0, Buffered need − offsets).
3) Premium estimate
Monthly premium ≈ (rate per $1,000 × coverage/1,000) × multipliers + rider fees. Multipliers use age band, term, smoker status, and health class.
How to Use This Calculator
- Enter age, lifestyle, and health class to shape pricing assumptions.
- Set income support percent and replacement years for dependents.
- Add debts, final expenses, and education goals as needed.
- Include savings, existing coverage, and assets to reduce gaps.
- Choose a term length and optional riders for premium estimates.
- Submit to view results, then export CSV or PDF for sharing.
Coverage Drivers by Household Need
In a baseline profile (age 35, income 60,000, support 70%, 20 years), the modeled annual support is 42,000. Using 3.0% inflation and 5.0% return, the present value of support is about 592,000. Adding mortgage and other debts of 135,000, final expenses of 12,000, education funding of 50,000, and other goals of 10,000 produces a gross need near 799,000 before buffers. A 5% buffer adds roughly 40,000 to this baseline estimate today.
Income Replacement Scenarios
Changing replacement years shifts the largest component. At 15 years, present-value support falls to roughly 462,000; at 25 years it rises to about 744,000, holding other inputs constant. If support percent moves from 60% to 80%, annual support changes from 36,000 to 48,000, which scales the present value almost proportionally under the same growth and discount assumptions.
Debt and Final Expense Allocation
Debt payoff is a one-time requirement, so the calculator adds balances directly. For example, raising mortgage debt from 120,000 to 200,000 increases gross need by 80,000. Final expenses often include burial, legal filings, and settlement costs; moving this line from 12,000 to 20,000 adds 8,000 to the requirement and can reduce small coverage gaps from “fully funded” to “partially funded.”
Offset Strategy and Coverage Gap
Offsets reduce the buffered need. With savings of 30,000 and existing coverage of 75,000, total offsets are 105,000. Applying a 5% buffer lifts the 799,000 gross need to about 839,000, then subtracting offsets yields a net need near 734,000. Increasing offsets by 50,000 lowers recommended coverage by the same amount, which can also reduce premiums.
Premium Sensitivity by Term and Risk
Premiums are estimated per 1,000 of coverage by term and age band, then adjusted by multipliers. In the baseline example with 734,000 coverage, a 20-year term produces an illustrative monthly cost around 103. Switching to 10 years lowers the base rate, while 30 years raises it. Selecting smoker “yes” increases the estimate sharply, and adding waiver and accidental riders applies small incremental adjustments.
FAQs
How is the recommended coverage calculated?
The tool adds present-value income support, debt payoff, final expenses, education goals, and other objectives. It applies a buffer percentage, then subtracts savings, existing insurance, and other assets. The remainder is rounded to the nearest 1,000 for a practical target.
What does “present value of income support” mean?
It estimates what a lump sum today could replace future support payments. The calculation assumes expenses grow with inflation and discounts future cash flows by your expected return, producing a single amount that reflects both growth and time value.
Which inputs impact the premium estimate the most?
Age band, smoker status, and health class drive the largest multipliers. Term length changes the base rate per 1,000 of coverage. Rider selections add smaller adjustments, and coverage size scales premiums approximately linearly in this estimate model.
Should I include employer-provided life insurance as existing coverage?
Yes. If your workplace benefit would be available to your beneficiaries, include it in existing coverage so the tool shows the remaining gap. Recheck this value when you change jobs, because group coverage can end or reduce after separation.
Can I use this tool for permanent policies?
The coverage need math still helps, but the premium estimate is designed for term-style pricing. Permanent products include cash value dynamics, fees, and different underwriting assumptions. Use this tool for sizing, then compare product-specific illustrations separately.
Why do my results change when I adjust inflation or return?
Inflation raises future support needs, increasing the present value. A higher return discounts future payments more aggressively, reducing the lump sum required today. When inflation approaches return, the model becomes more sensitive to small changes in both rates.