Interest Calculator

Finance

Interest Calculator

Calculate simple and compound interest, estimate your future balance, compare compounding frequencies, and review year-by-year growth.

Simple and Compound Interest Calculator

Compare simple interest and compound interest using your principal, annual rate, time period, and compounding frequency.

Estimate future balance growth, compare compounding schedules, and see how the interest rate and investment duration affect the total amount.

Choose the currency in which the principal and interest results should be displayed. Changing the currency does not convert the entered amount using an exchange rate.

$
%

Estimated compound balance

$16,470.09

Estimated ending balance after 10 years with monthly compounding.

Simple interest

$5,000.00

Total: $15,000.00

Compound interest

$6,470.09

Total: $16,470.09

Effective annual rate

5.12%

Based on compounding frequency

Time period

10 years

Selected duration

Results are estimates. Actual returns can vary because of fees, taxes, changing rates, withdrawals, deposits, and financial institution policies.

Save and export multiple interest calculations

Save different interest scenarios, select the calculations you need, and export the selected results together as a CSV or TXT file.

No saved interest calculations yet. Enter your values and click Add result to list.

Page guide

On this page

Jump to the formulas, yearly growth schedule, comparison examples, compounding information, or frequently asked questions.

Growth breakdown

Compare the original principal with the compound interest earned over the selected period.

Original principal$10,000.00
Compound interest earned$6,470.09

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Year-by-year compound interest growth

Review how interest is added to the balance during each year of the selected period.

YearStarting balanceInterest earnedEnding balance
1$10,000.00$511.62$10,511.62
2$10,511.62$537.79$11,049.41
3$11,049.41$565.31$11,614.72
4$11,614.72$594.23$12,208.95
5$12,208.95$624.63$12,833.59
6$12,833.59$656.59$13,490.18
7$13,490.18$690.18$14,180.36
8$14,180.36$725.49$14,905.85
9$14,905.85$762.61$15,668.47
10$15,668.47$801.63$16,470.09

How this interest calculator works

Simple interest grows only on the original principal. Compound interest grows on the principal and on interest previously added to the balance.

The calculator uses your principal, annual interest rate, time period, and compounding frequency to estimate interest earned and the final balance.

A higher rate, longer duration, or more frequent compounding can increase the ending balance. The comparison shows how these factors change the result without requiring manual calculations.

Simple and compound interest formulas

Simple interest formula

I = P × r × t

The total balance is calculated as A = P + I.

Compound interest formula

A = P × (1 + r / n)^(n × t)

In these formulas, P is the principal, r is the annual interest rate expressed as a decimal, n is the number of compounding periods per year, and t is the time in years.

In the compound interest formula, A represents the final accumulated balance, including both the original principal and compound interest earned.

What is an interest calculator?

An interest calculator estimates how a starting principal can grow over time based on an annual interest rate, duration, and compounding schedule. It can be used for savings accounts, fixed deposits, investment projections, and general financial planning.

This calculator compares simple and compound interest side by side. It also displays the effective annual rate, estimated interest earned, ending balance, and a year-by-year growth schedule.

You can select the currency used to display the principal and results. You can also save several scenarios in your browser and export selected calculations.

Simple interest vs compound interest

Simple interest is calculated only on the original principal. Compound interest is calculated on the principal and accumulated interest from earlier compounding periods.

The difference may appear small over a short period, but it can become more noticeable when the rate, principal, or duration increases.

MethodHow it growsTypical use
Simple interestInterest is earned only on the original principal.Basic estimates, some loans, and short-term planning
Compound interestInterest is earned on the principal and previously accumulated interest.Savings, deposits, investing, and long-term growth projections

Example compound interest calculation

Consider a principal of $10,000.00, an annual interest rate of 5.00%, a time period of 10 years, and monthly compounding.

The calculator applies both the simple interest and compound interest formulas so the two ending balances can be compared.

Simple total

$15,000.00

Compound total

$16,470.09

Effective annual rate

5.12%

Compound interest produces the larger ending balance in this example because interest is repeatedly added to the account and can earn additional interest during later periods.

Compounding frequency comparison

Compare how annual, semi-annual, quarterly, monthly, and daily compounding affect the final balance using your current inputs.

Compounding frequencyPeriods per yearEnding balance
Annually1$16,288.95
Semi-annually2$16,386.16
Quarterly4$16,436.19
Monthly12$16,470.09
Daily365$16,486.65

More frequent compounding generally increases the ending balance because earned interest is added to the account more frequently.

The difference between monthly and daily compounding may be modest for smaller balances or shorter periods. It can become more visible when the principal, interest rate, or investment duration is larger.

When to use an interest calculator

An interest calculator is useful when comparing savings accounts, fixed deposits, investment projections, or other products where a principal balance may grow over time.

You can test different rates and durations to understand how each variable affects interest earned and the projected ending balance.

The saved-results table is especially useful when comparing several financial scenarios because selected calculations can be exported together as a CSV or TXT file.

About this interest calculator

This calculator is designed for educational and informational use. It estimates simple interest, compound interest, effective annual rate, and balance growth using the values you provide.

Selecting a different currency changes how the entered amount and results are displayed. It does not convert the amount using a foreign exchange rate.

Actual savings or investment results may differ because financial institutions can use different calculation methods, fees, taxes, changing rates, deposit schedules, withdrawal rules, and rounding policies.

Calculator Tools provides free finance calculators, converters, and planning tools designed to make common calculations faster and easier to understand.

Interest calculator FAQ

What is the difference between simple and compound interest?

Simple interest is calculated only on the original principal. Compound interest is calculated on the principal and accumulated interest from previous periods.

Why does compounding frequency matter?

More frequent compounding adds interest to the balance more often. This generally produces a slightly higher ending balance when the principal, rate, and duration remain the same.

Is daily compounding always much better than monthly compounding?

Daily compounding normally produces a slightly higher balance than monthly compounding, but the difference may be modest unless the principal, interest rate, or duration is large.

Can I use this calculator for savings and investments?

Yes. It can estimate how a principal amount may grow in savings accounts, fixed deposits, and similar investment scenarios. Actual results can vary depending on fees, taxes, rate changes, and other conditions.

Does changing the currency convert my money?

No. The currency selector changes the currency label and formatting used for the principal and results. It does not apply a live exchange rate or change the numerical amount you entered.

What is an effective annual rate?

The effective annual rate is the actual annual return after the effect of compounding is included. It can be slightly higher than the stated nominal annual rate.