How the Will My Money Last? works
We simulate your retirement savings month by month: the balance earns a steady return while you withdraw an income that rises with inflation each year, until the money runs out or you reach life expectancy.
Step by step
- Each month the balance grows by the monthly return, then your monthly withdrawal is subtracted.
- Once a year the withdrawal amount increases with inflation to preserve buying power.
- If the balance reaches zero we report the age at depletion; otherwise your money is projected to last through life expectancy.
The math
Iterative: balanceₘ = balanceₘ₋₁ · (1 + annualReturn/12) − withdrawalₘ, with withdrawal × (1 + inflation) applied annually.
Sources & assumptions
- Standard deterministic drawdown simulation (public domain).
- Return, inflation, and life-expectancy assumptions are shown on-screen and tenant-configurable.
Note: Nothing proprietary — the full simulation is described here. It is a simplified model (no market volatility, taxes, or fees).
- This depletion estimate is educational only and assumes steady returns; real markets vary.
- Assumptions are shown alongside your results. Speak with your advisor for a full plan.