Compound Interest Calculator

Growth of savings with compounding and monthly contributions.

Enter details

% / yr

Final balance

$54,713.58

Total contributions
$34,000.00
Total interest earned
$20,713.58
Effective annual rate
7.229%
  • Starting amount$10,000.00 (18.3%)
  • Contributions$24,000.00 (43.9%)
  • Growth / interest$20,713.58 (37.9%)

How final balance changes with

Initial amount: 5000 → $44,665.2715000 → $64,761.88

The dot is your current value. The graph updates as you type.

Formula: A = P(1 + r/n)^(nt) + contributions

Growth schedule

YearDepositsInterestBalance
1$2,400.00$801.42$13,201.42
2$2,400.00$1,032.85$16,634.27
3$2,400.00$1,281.01$20,315.28
4$2,400.00$1,547.11$24,262.39
5$2,400.00$1,832.45$28,494.83
6$2,400.00$2,138.41$33,033.24
7$2,400.00$2,466.49$37,899.74
8$2,400.00$2,818.29$43,118.03
9$2,400.00$3,195.52$48,713.55
10$2,400.00$3,600.02$54,713.58

Comparison: Interest rate

Interest rateFinal balanceTotal contributionsTotal interest earned
5%$47,526.55$34,000.00$13,526.55
6%$50,969.84$34,000.00$16,969.84
7%$54,713.58$34,000.00$20,713.58
8%$58,785.61$34,000.00$24,785.61
9%$63,216.43$34,000.00$29,216.43

Compound Interest Calculator Guide: Formula & Worked Example

Short answer

Growth of savings with compounding and monthly contributions. In the fixed example below, final balance is 54,713.58. Your answer depends on the inputs and assumptions you choose.

Formula

A = P(1 + r/n)^(nt) + contributions

Use the relationship above with consistent units. The inputs are initial amount, monthly contribution, interest rate, years, compounding. Use the input scale shown beside each field and keep time periods and units consistent. Only round the final result for display.

Worked example

Initial amount
10000
Monthly contribution
200
Interest rate
7
Years
10
Compounding
12
  • Final balance: 54,713.58
  • Total contributions: 34,000.00
  • Total interest earned: 20,713.58
  • Effective annual rate: 7.229%

Understanding the result

Growth of savings with compounding and monthly contributions. Start with the base example, then replace each value with the figure that matches your situation.

Initial amount

The example uses 10000 for initial amount. This is an illustration, not a recommended value. Keep the unit and time period shown by the field.

Monthly contribution

The example uses 200 for monthly contribution. This is an illustration, not a recommended value. Keep the unit and time period shown by the field.

Interest rate

The example uses 7 % / yr for interest rate. This is an illustration, not a recommended value. Keep the unit and time period shown by the field.

Years

The example uses 10 for years. This is an illustration, not a recommended value. Keep the unit and time period shown by the field.

Compounding

The example uses Monthly for compounding. This is an illustration, not a recommended value. Keep the unit and time period shown by the field.

What the comparison means

The comparison changes only initial amount, keeping every other example input fixed. This isolates that input's effect on the primary result. It does not predict future outcomes.

Rates, fees, eligibility, local tax rules and provider rounding can change the final amount. Reference tax and exchange-rate data may be outdated; verify the official source before deciding.

Comparison

ScenarioInputResult
Lower inputInitial amount: 8000Final balance: 50,694.25
Base exampleInitial amount: 10000Final balance: 54,713.58
Higher inputInitial amount: 12000Final balance: 58,732.90

Common mistakes

  • Using the wrong units for initial amount.
  • Comparing results while changing more than one input at a time.
  • Rates, fees, eligibility, local tax rules and provider rounding can change the final amount. Reference tax and exchange-rate data may be outdated; verify the official source before deciding.

Checklist

  • Confirm initial amount.
  • Confirm monthly contribution.
  • Confirm interest rate is expressed in % / yr.
  • Confirm years.
  • Confirm compounding.
  • Check the result against your source or provider.

Calculators Percentage Editorial Team

Calculator guides from the Calculators Percentage team. These introductory examples are educational, not professional advice.

Last reviewed:

Rates, fees, eligibility, local tax rules and provider rounding can change the final amount. Reference tax and exchange-rate data may be outdated; verify the official source before deciding.

Frequently Asked Questions

What is compound interest?

Compound interest is interest earned on both your original deposit and on the interest already added. Over time this makes your money grow faster than simple interest.

Does compounding frequency matter?

Yes. More frequent compounding (daily vs yearly) gives a slightly higher effective annual rate, shown in the results as the effective annual rate.

How do I use the Compound Interest Calculator?

Enter Initial amount, Monthly contribution, Interest rate, Years, Compounding, then press Calculate. Your results appear instantly and update every time you change a value and calculate again.

What formula does this calculator use?

It uses: A = P(1 + r/n)^(nt) + contributions.

How accurate is this calculator?

It uses standard financial formulas. Real figures from banks, insurers or the government may include fees, taxes, rounding rules or rate changes, so confirm final numbers with your provider.

Is this financial advice?

No. This is an estimation tool only. Consult a qualified financial advisor before making major financial decisions.

Is this calculator free?

Yes. The Compound Interest Calculator and all other finance calculators on Calculators Percentage are free, with no sign-up required.

Sources & references

Formulas are tested against hand-checked answers. How we check our calculators.

Estimates only. Confirm final figures, terms and fees with your bank, provider or a qualified professional.

Last updated: January 15, 2026