Compound Interest Calculator

Project compound growth with recurring contributions. Separate your money invested from modeled growth.

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Know what the number means

How it works

Compound growth applies each period’s rate to the accumulated balance. Simple interest applies a rate only to the original principal. This model compounds the initial balance and each contribution for the time it is invested.

The formula

Periodic compound factor = 1 + annual rate ÷ compounding frequency Effective contribution-period rate = factor^(compounding frequency ÷ contribution frequency) − 1 Ending value = future principal + future contributions Modeled growth = ending value − all cash contributed

Keep currency, units and time periods consistent. Percentage inputs use percentage points (enter 5 for 5%). Results are rounded only for display; tiny nonzero values may use scientific notation. Undefined ratios are shown as unavailable.

Worked example

$10,000 at a 7% nominal annual assumption, compounded monthly for 10 years, plus $200 at each month-end: $54,713.58 ending value, $34,000 cash contributed and $20,713.58 modeled growth.

Calculation method

The entered annual rate is nominal: a 7% rate compounded monthly uses 7% ÷ 12 each month. If contribution and compounding frequencies differ, the equivalent contribution-period rate preserves that same growth factor. Beginning contributions receive one extra period of growth.

Interpretation

Cash contributed includes your initial investment and all scheduled deposits. Modeled growth is the remainder, which may be negative. The year table displays a smooth constant-rate scenario, not a predicted market path.

Limitations

Only completed contribution periods create deposits; any remaining fraction of a period compounds the existing balance. The optional inflation view discounts the ending value into today’s purchasing power. No rate, inflation level or return is guaranteed.

Method and reference sources

Method and content checked 2026-09-20. These sources provide background, not endorsement or professional certification. The formula and limitations above define this calculator.

Frequently asked questions

How does contribution timing affect the result?

A contribution made at the beginning of a period receives one more period of growth than an end-of-period contribution. Use the timing and compounding frequency that match your scenario.

What is a worked example for Compound Interest?

$10,000 at a 7% nominal annual assumption, compounded monthly for 10 years, plus $200 at each month-end: $54,713.58 ending value, $34,000 cash contributed and $20,713.58 modeled growth.

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