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Compound Interest Calculator

Calculate compound interest with monthly contributions. See future value, interest earned, and yearly growth - free, instant, 100% private.

Future value

$31,998.32
Compounded 12 times per year

Balance growth

BalanceContributed

Total principal

$22,000.00

Interest earned

$9,998.32

Interest share of final balance

31.2%

Year-by-year breakdown

YearContributedInterestBalance
1$11,200.00$539.50$11,739.50
2$12,400.00$1,168.01$13,568.01
3$13,600.00$1,890.06$15,490.06
4$14,800.00$2,710.44$17,510.44
5$16,000.00$3,634.20$19,634.20
6$17,200.00$4,666.60$21,866.60
7$18,400.00$5,813.23$24,213.23
8$19,600.00$7,079.91$26,679.91
9$20,800.00$8,472.79$29,272.79
10$22,000.00$9,998.32$31,998.32

Features

100% Browser-Based

Your financial inputs never leave your device. All math runs locally in your browser.

Free & No Sign Up

No registration, no limits, no hidden fees. Open the page and start calculating.

Instant Results

Every keystroke updates the future value, interest earned, and growth chart in real time.

Five Compounding Frequencies

Annual, semiannual, quarterly, monthly, or daily compounding - the math stays exact for each.

Monthly Contributions

Model regular deposits on top of your initial balance to see how saving accelerates growth.

Year-by-Year Breakdown

A full table of contributed principal, interest earned, and running balance for every year.

How to Calculate Compound Interest?

  1. Enter your initial deposit and optional monthly contribution.
  2. Type the annual interest rate and the number of years.
  3. Pick a compounding frequency - monthly and daily are the most common.
  4. Read your future value, interest earned, and interest share instantly.
  5. Scroll down for the year-by-year growth table.

When to Use the Compound Interest Calculator

Retirement Planning

Project how today's savings grow over decades and see whether you are on track for your target.

Savings Goal Check

Test whether your current deposit plus monthly contributions will reach a goal like a house down payment.

Comparing Investments

Run the same deposit across different rates and compounding frequencies to compare outcomes side by side.

Teaching the Snowball Effect

Show students or family how time and reinvested interest turn small deposits into large balances.

Tips for Using Compound Interest

Frequently Asked Questions

How does compound interest work?
Compound interest is interest earned on interest. Each period, your balance grows by the rate, and the next period's interest is calculated on that larger balance - including everything earned before. Over years this snowball effect turns a steady rate into exponential growth.
How is this calculator's math done?
We convert your annual rate into an effective monthly rate based on the compounding frequency you choose, then simulate your balance month by month - applying growth first and adding your contribution at the end of each month. This keeps daily and monthly compounding exact rather than approximated.
What is a good compound interest rate to use?
Long-run stock market returns average around 7% per year, high-yield savings accounts often pay 4-5%, and US Treasury bills have historically returned 3-5%. Use the rate that matches your actual investment, and remember past performance never guarantees future results.
What is the difference between simple and compound interest?
Simple interest pays only on your original principal: $10,000 at 5% earns $500 every year forever. Compound interest pays on the growing balance: the same deposit reaches about $16,470 after 10 years because each year's interest joins the base.
Is my financial data sent to any server?
No. The calculator runs entirely in your browser using client-side JavaScript - your deposit amount, rate, and results are never transmitted, logged, or stored anywhere but your own device.

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