Compound Interest Calculator

See how savings grow over time, work out what to save to hit a goal, and compare two rates side by side.

⚙️ Your Savings Plan

%
1153050
Future Value
Total Contributions
Interest Earned
Initial Deposit
Monthly
Interest % of Total
Years

📈 Growth Over Time

📋 Year by Year

YearContributionsInterestBalance

🎯 Save Toward a Goal

Tell us the target and we'll work out the monthly amount to get there.

%
1153050
Monthly Amount Needed
Target
Initial Deposit
Years
Total You'll Contribute
Interest Earned
From Interest

📈 Path to Your Goal

⚖️ Compare Two Rates

Same savings plan, two different rates — see what a small difference does over time.

%
%
1153050
💰 Difference at the End
Rate A · 4%
future value
Rate B · 7%
future value

📈 Both Scenarios

Ready to put your money to work?

Compare savings and investment accounts to find a competitive rate.

Compare Savings Accounts →
Sponsored · SolveSmart may earn a small commission at no cost to you
Running a side business? Create free professional invoices →

How compound interest actually works

Compound interest is interest that earns interest. You put money in, it earns a return, and then that return starts earning its own return. The effect is small at first and then, given enough time, almost startling. It is the quiet engine behind most long-term savings and investing.

The calculator above shows it in action. Enter a starting amount, what you add each month, a rate, and a number of years, and it plots the whole journey — including the moment the interest starts outpacing what you put in yourself.

The formula, briefly

For a lump sum with no monthly additions, the classic formula is:

A = P (1 + r/n)nt

A = final amount  |  P = starting amount  |  r = annual rate (as a decimal)
n = times compounded per year  |  t = number of years

Once you add regular monthly contributions the maths gets busier, which is exactly why a calculator helps. The tool above handles the contributions for you and shows the year-by-year balance.

Why time matters more than the amount

The single biggest lever in compounding is time, not the size of your deposits. Money invested early has more years to multiply, and those extra years tend to matter more than a bigger contribution made later. Someone who starts modestly in their twenties often ends up ahead of someone who saves much more but begins in their forties.

This is the case for starting now with whatever you can rather than waiting for the "right" amount. Use the Goal tab to see how the required monthly figure drops sharply when you give yourself more years.

What changes the outcome

The rate

A higher rate compounds faster. The Compare tab shows how even two or three points of difference balloon over decades.

How often it compounds

Daily compounding edges out annual, though the gap is smaller than people expect. Time and rate matter far more.

Leaving it alone

Every withdrawal resets the snowball. Compounding rewards patience more than cleverness.

Regular contributions

Steady monthly deposits stack with the growth, and over long periods they make up a surprisingly small share of the final figure.

The same force in reverse

Compounding is not only a friend. Credit cards and some loans compound against you, which is why an unpaid balance can feel like it grows faster than you can pay it. If you are carrying high-interest debt, clearing it is often the best "investment" available, because you are guaranteed to save that rate. Our loan calculator and mortgage calculator show that side of the coin.

Frequently asked questions

What is the difference between simple and compound interest?

Simple interest is paid only on your original amount, so it grows in a straight line. Compound interest is paid on your amount plus all the interest so far, so it accelerates over time.

How often should interest compound?

More frequent compounding gives a slightly higher result, but the difference between monthly and daily is small. Do not lose sleep over it — focus on the rate and the time horizon.

Is a higher rate always better?

For savings, yes. But higher returns usually come with more risk, so the rate you can realistically expect depends on where the money sits. This tool shows the maths; it is not investment advice.

Can I include monthly contributions?

Yes. Enter a monthly amount and the calculator adds it every month and compounds the growing balance, which is how most real savings plans work.

Is this calculator free?

Completely free, no signup, nothing stored. Use it as much as you like.

Related tools

This tool is provided for general informational and educational purposes only and does not constitute financial, legal or professional advice. Always consult a qualified professional before making important decisions.