Protect today.
Build for tomorrow.
Explore how one monthly commitment can fund term life insurance and a long-term investment plan.
01Pay Yourself First
Start with the amount you can commit each month.
Your total monthly budget for insurance and investing.02Income Protection / Term Insurance Coverage
Estimate each person's income protection target, then enter their quoted coverage and premium.
Your income protection
Spouse income protection
03Invest the Difference
Combine an initial balance with the rest of your monthly commitment.
Calculation assumptions & sources
Starts with the entered initial investment or rollover balance, compounded for the full term. Contributions occur at month end. Annual effective return is converted to a monthly rate: r = (1 + annual return)^(1/12) − 1. For n months, future value = initial balance × (1+r)^n + monthly contribution × ((1+r)^n − 1) / r; at 0%, it equals initial balance plus contributions. Required monthly investment = max(0, total term premiums − projected future value of initial balance) divided by the same growth factor. The premium-matching target is part of the monthly difference, not an additional contribution. Premiums stay constant throughout the term. When spouse coverage is included, both policies use the same term length. Their monthly premiums and coverage amounts are added; each death benefit applies to its respective insured person.
Projections assume a constant return and reinvested earnings. They exclude taxes, fees and inflation. Actual investment returns vary and losses are possible; past performance does not guarantee future results. The S&P 500 is an index and cannot be invested in directly. No current or historical S&P 500 data is used.
Income protection estimate = monthly income × 12 × 10, calculated independently for each spouse. Selected coverage is entered separately and is not automatically changed by the estimate.
Sources: California Department of Insurance life insurance needs guide · SEC Investor.gov compound interest calculator · FINRED compound savings assumptions