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Compound Interest Calculator

💷 Money & growth. Use the Compound interest (compounded k times a year) formula to find final amount, amount invested p, rate, times per year k, years: pick the value you want, type the others, and the answer updates as you go.

A=P(1+r100k)ktA = P\left(1 + \dfrac{r}{100k}\right)^{kt}
Final amount1161.5 £

Pick the ○ next to the value you want to find, fill in the others, and it solves as you type.

What each letter means

QuantityUnit
Final amount£
Amount invested P£
Rate% per year
Times per year kno unit
Yearsno unit

Worked example

Find the final amount when Amount invested P = 1000 £, Rate = 5 % per year, Times per year k = 12, Years = 3.

Using A = P(1 + r/100k)^(kt): Final amount = 1161.5 £.

Frequently asked questions

What is the formula for Compound interest (compounded k times a year)?

A = P(1 + r/100k)^(kt).

What do the letters stand for, and what units are used?

Final amount in £, Amount invested P in £, Rate in % per year, Times per year k, Years.

How do you calculate final amount?

Put the values into A = P(1 + r/100k)^(kt). For example, with Amount invested P = 1000 £, Rate = 5 % per year, Times per year k = 12, Years = 3, final amount = 1161.5 £.

Can I solve for a different value?

Yes. In the calculator above, pick the circle next to any value (final amount, amount invested p, rate, times per year k, years) and fill in the others: it rearranges the formula for you.

All maths formulas in the Maths Formulas