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How to Save $10,000

Plan a savings goal two ways: find the monthly deposit that reaches a target amount by a date, or how long a given monthly deposit will take, with interest.

Assumptions: interest compounds monthly (annual rate ÷ 12) and deposits arrive at the end of each month.

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Reading the inputs
Applying monthly compounding
Solving for the answer

Result

This page opens the savings goal calculator with the target preset to 10,000 — the classic round-number goal that works in any currency: a car, a wedding, a sabbatical buffer, the seed of a house deposit. Pick your horizon and rate, add anything you have saved already, and the calculator returns the exact monthly deposit.

Some honest anchors: with no interest, 10,000 in one year is about 833 a month, in two years 417, in three years 278. Interest shortens the climb only modestly on these horizons — at a 5% annual rate compounded monthly, two years of end-of-month deposits needs roughly 397 instead of 417, with interest covering the remaining few hundred. The longer the horizon, the more the rate matters.

If the monthly number looks impossible, bend one of the other two levers: extend the deadline, or seed the goal with existing savings — even 1,000 already saved cuts a two-year plan by roughly 44 a month at 5%. You can also flip to time-to-goal mode and ask the opposite question: at the deposit you can actually afford, how many months will 10,000 take?