Projecting a savings plan
$20,000 saved today plus $400 a month for 25 years at a 6% return projects to $366,497.00 at retirement.
This is an estimate for information only. It is not financial or retirement advice — consult a qualified advisor for a plan based on your full situation.
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Each mode uses the same time-value-of-money mathematics, just arranged around a different unknown: a target income becomes a required nest egg, a savings plan becomes a projected balance, a gap between the two becomes a required monthly contribution, and a fixed withdrawal against a balance becomes a number of years.
The "how long will it last" mode also shows the balance year by year, since a withdrawal that is smaller than the return the balance earns will never fully deplete it — a useful check before locking in a spending plan.
Needed = Monthly income × (1 − (1 + i)^−n) ÷ i
Balance = Current × (1 + i)^n + Contribution × ((1 + i)^n − 1) ÷ i
$20,000 saved today plus $400 a month for 25 years at a 6% return projects to $366,497.00 at retirement.
An $800,000 nest egg, withdrawing $3,500 a month at a 4% return during retirement, lasts about 36.0 years.
A commonly used range for a diversified portfolio before retirement is 5–7% nominal, and a more conservative 3–5% during retirement when portfolios are usually shifted toward lower-risk assets — these are examples, not guarantees.
A frequently cited starting point is about 4% of the balance in the first year, adjusted for inflation afterward, though the right rate depends on your time horizon, other income and risk tolerance.
If your withdrawal is smaller than what the balance earns each month at the assumed return, the balance never shrinks to zero — it can in principle support that withdrawal forever, market conditions permitting.
No — it works purely with the numbers you enter. Subtract expected outside income from your desired income first if you want a net savings target.
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