SIMPLE VS COMPOUND

Interest Calculator

Calculate interest and compare simple growth with compound growth.

Currency changes the display unit (USD) only; amounts are not converted using exchange rates.

120 months
$16,470.09
WHAT THE NUMBERS SAY$1,470.09 compound advantage

Contributing 10% more could add $0.00 to the final value.

A 0.5 percentage-point higher annual rate could add $840.67.

Final balance$16,470.09
Total contributions$10,000.00
Simple-interest balance$15,000.00
Estimated fees$0.00
BALANCE OVER TIME$16,470
PeriodFinal balanceTotal contributionsGrowth / interest
12 months$10,511.62$10,000.00$511.62
24 months$11,049.41$10,000.00$1,049.41
36 months$11,614.72$10,000.00$1,614.72
48 months$12,208.95$10,000.00$2,208.95
60 months$12,833.59$10,000.00$2,833.59
72 months$13,490.18$10,000.00$3,490.18
84 months$14,180.36$10,000.00$4,180.36
96 months$14,905.85$10,000.00$4,905.85
108 months$15,668.47$10,000.00$5,668.47
120 months$16,470.09$10,000.00$6,470.09

Simple interest

Simple interest is calculated only on the original principal, so growth is linear.

Compound interest

Compound interest adds earned interest to the base used for future calculations.

Where each appears

Savings commonly compound. Some short-term lending uses simple interest, but fees and amortization can change real borrowing costs.

How the Interest Calculator works

Calculations run entirely in your browser. We apply the formulas shown above to a month-by-month schedule, hold your entered rate constant, and treat every result as an estimate—not a forecast or bank quote.

Formula shownNo account data collected

Check the product rules behind the estimate.

These independent government resources provide context. They do not endorse Compound Planner or validate a specific financial product.

Clear answers. Better inputs.

Which produces more interest?+

With a positive rate and enough time, compound interest exceeds simple interest on the same principal.

Does frequency matter?+

At the same nominal rate, a higher frequency generally raises the effective annual yield slightly.

Can I use this for loans?+

Only for a rough interest comparison. It does not model payment schedules, fees, or amortization.