This calculator is for informational purposes only and does not constitute financial advice. Results are estimates based on inputs you provide. Consult a qualified financial advisor before making financial decisions.

Time to Millionaire

See how long it will take to reach your first million.

Time to $1 Million

0 Years 0 Months

Growth Trajectory

Reaching $1 million is less about a single big win than about three variables working together: how much you start with, how much you add each month, and the return you earn while you wait. Change any one of them and the date moves by years, which is exactly what this calculator lets you see.

The formula behind the countdown

The calculator grows your balance month by month: each month it multiplies the current balance by (1 + annual return ÷ 12) and adds your contribution, then counts how many months pass before the total crosses $1,000,000. In closed form it solves n in P(1+r)^n + PMT × [((1+r)^n − 1) / r] = 1,000,000, where P is the starting balance, PMT the monthly contribution and r the monthly rate. Returns are nominal; to think in today's dollars, use a real return (nominal minus inflation, roughly 4–5% for a diversified portfolio) instead of 7–10%.

When to use this calculator

Use it to test what actually shortens the timeline. For most people the monthly contribution matters far more than chasing a higher return, especially in the first decade. Use it again when your income changes to see how much of a raise you would need to invest to move the date, and once more when weighing a large one-off deposit (a bonus, an inheritance) against spreading it out. Treat the result as a planning figure: markets do not return the average every year, so a 25-year answer realistically means 20 to 30.

Worked example

Starting from $25,000 and adding $800 a month at a 7% annual return, the balance passes $1 million in about 30 years. Raise the contribution to $1,200 a month and the same portfolio gets there in roughly 26 years — four years sooner for $400 more a month. Push the return assumption to 10% with the original $800 and the date moves to about 25 years, but that assumes an above-average run for a quarter of a century, which is why the contribution lever is the more reliable one.

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