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Interest Calculator

Find what savings grow to with compound interest, regular contributions at the beginning or end, tax and inflation.

Change the values and press Calculate to work out your own figures.

Enter the starting amount, contributions, rate and length.

About starting amountWhat you start with or invest.
About contributions at theBeginning earns one more period of interest.
About interest rate, % a yearNominal annual rate.
About compoundingHow often interest is added.
About yearsLength in years.
About currencyChanges how amounts are shown, not the math; your choice is remembered on this device.
About yearly contribution (optional)Added once a year.
About monthly contribution (optional)Added each month.
About and months (optional)Extra months.
About tax rate, % (optional)Tax on interest each period; 0 if blank.
About inflation, % a year (optional)For buying power at the end.
Result
Balance
$54,535.20
Starting amount
$20,000.00
Contributions
$25,000.00
Interest
$9,535.20
In today's money
$47,042.54 at 3% inflation
Rate per month
0.407412% (annually)

After 5 years, the balance is $54,535.20.

Year by year
YearContributionsInterestBalance
1$5,000.00$1,250.00$26,250.00
2$5,000.00$1,562.50$32,812.50
3$5,000.00$1,890.63$39,703.13
4$5,000.00$2,235.16$46,938.28
5$5,000.00$2,596.91$54,535.20
Show the working
  1. each month: balance × periodic rate × (1 − tax) is added, with contributions at the start or end
  2. periodic rate = (1 + r ÷ n)^(n ÷ 12) − 1

How to use it

Enter the starting amount, contributions, rate and length.

Enter amounts without commas or with them; rates are percentages (5 for 5%). Negative amounts are allowed where a sign means money paid out.

Key facts

each month: balance × periodic rate × (1 − tax) is added; contributions at the start or end
periodic rate = (1 + r ÷ n)^(n ÷ 12) − 1

Questions

What does $20,000 grow to at 4% compounded daily for 5 years?

$24,427.79.

What is $20,000 plus $5,000 a year at 5% for 5 years?

$54,535.20 with contributions at the start of each year.

Formulas

each month: balance × periodic rate × (1 − tax) is added; contributions at the start or end
periodic rate = (1 + r ÷ n)^(n ÷ 12) − 1

Sources

Limitations

  • Results are estimates for planning, not offers or financial advice; lenders and banks may round, count days or time payments differently.
  • Rates are nominal annual rates compounded as you choose; payments at a different frequency use the equivalent periodic rate.

Formula version 0.1.0Reviewed