Finance

Simple vs Compound Interest Calculator

Compare simple interest with compound growth for the same principal, rate, and time period.

Interest comparison tool

Simple vs Compound Interest Calculator

Compare steady simple interest with reinvested compound growth using the same starting values.

Simple-interest amount

₹1,80,000

Compound amount

₹2,21,964

Simple interest earned

₹80,000

Compound interest earned

₹1,21,964

Additional growth from compounding

₹41,964

The estimate assumes a constant rate and no tax, fees, withdrawals, or additional deposits. Match the compounding frequency to the product terms.

Calculation notes

How to use this result with confidence

Method

Simple interest uses the original principal throughout the period. Compound interest adds interest to the balance at the selected frequency, so later interest can earn interest too.

Worked example

With the same principal and rate, monthly compounding usually produces a slightly higher estimate than annual compounding over more than one year.

Check before relying on it

The illustration assumes a constant rate and no tax, fees, withdrawals, or additional deposits. Match the frequency and terms to the actual product documents.

Finance next steps

Understand the result, then compare it

Detailed guide

Simple vs compound interest: compare growth with an example

Review the method, assumptions, and practical checks behind this calculator.

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Rates or comparison context

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Guide

Understand your Simple vs compound result

Simple interest is calculated from the original principal throughout the term. Compound interest adds earned interest to the balance, allowing later interest to be calculated on a larger amount.

Results are for general information. Review the site disclaimer before using a result for an important decision.

Simple interest grows in equal increments

Simple interest equals principal multiplied by the annual rate and time in years. The interest amount added for each full year remains the same when the principal and rate do not change.

This makes simple interest easy to estimate and useful for understanding products that explicitly use a flat or simple calculation.

Compounding reinvests each period's interest

Compound growth depends on how often interest is added to the balance. Annual, quarterly, monthly, and daily compounding can produce different results at the same nominal annual rate.

The difference from simple interest is often modest over a short period and becomes more noticeable as the rate, frequency, or time increases.

Match the calculator to the product terms

The estimate assumes a constant rate, no withdrawals, and no tax, fees, or additional contributions. Real products may calculate interest using different day-count and crediting rules.

Use the compounding frequency stated in the account or loan documents and compare the final disclosed amount before making a decision.

FAQs

When are simple and compound interest equal?

They are equal after one annual compounding period at the same rate, and when the interest rate or principal is zero.

Does monthly compounding always earn more than annual compounding?

At the same positive nominal annual rate and with no other changes, more frequent compounding produces a slightly higher final amount.

Does this include regular monthly deposits?

No. It compares growth on one principal amount. Use the SIP calculator for an estimate involving regular contributions.