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Compound Interest Calculator

Project a balance with principal, monthly contributions, annual rate and time.

Project compound growth with monthly contributions

Estimate a future balance from starting principal, monthly additions, annual rate and years.

Estimated final balance—
Total contributions—
Estimated growth—

Assumes monthly compounding and contributions made at the end of each month. It is a mathematical scenario, not a return forecast.

How this compound-interest scenario works

The calculator applies one-twelfth of the entered annual rate each month, then adds the monthly contribution at the end of that month. The final balance is separated into your total contributions and mathematical growth.

How to use it

  1. Enter the amount you start with.
  2. Add a recurring monthly contribution, or use zero.
  3. Enter an annual rate for the scenario you want to model.
  4. Choose the time horizon and compare final balance with contributions.

A rate input is not a prediction

Actual investment returns are uncertain and can be negative. Savings products may also use different compounding and crediting conventions. Treat the rate as a mathematical assumption only.

Contribution timing changes results

This implementation assumes contributions arrive at the end of each month. Contributions made at the beginning of a period would compound for slightly longer and produce a different result.

Frequently asked questions

How often does this calculator compound?
It uses monthly compounding for the mathematical scenario.
When are monthly contributions added?
They are added at the end of each monthly period.
Does the result predict investment returns?
No. The entered rate is an assumption, and real investment performance can vary substantially.
Can I enter a negative rate?
Yes, to explore a declining-value scenario, although the tool remains a simplified mathematical model.

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