Compound Interest Calculator

Calculate compound interest returns with custom compounding intervals.

₹
%
Yr
Principal Deposit₹1,00,000
Compound Interest₹1,20,376
Total Maturity Value₹2,20,376
2.2xReturn
Principal
Interest

Compound Interest Calculator – Exponential Compounding Calculator

Compound interest — frequently described as the eighth wonder of the world — is the process where interest earned on an investment is reinvested to generate additional interest in subsequent periods.

Our Compound Interest Calculator computes future wealth generation across varied compounding frequencies: Annually, Semi-Annually, Quarterly, and Monthly.

What is Compound Interest?

Compound interest forms the bedrock of all modern wealth creation. By earning returns on both your initial capital and on accumulated profits, your wealth grows exponentially rather than linearly.

The Power of Compounding

Demonstrates how frequent compounding cycles (e.g. quarterly vs annual) accelerate portfolio growth.
Illustrates the 'Rule of 72' — dividing 72 by your rate of return reveals how many years it takes to double your money.
Essential for comparing banking fixed income, bonds, and growth portfolios.

The General Compound Interest Equation

Applies the universal compounding formula with frequency factor n:

Calculation Formula
A = P × [ 1 + ( r / n ) ]^( n × t )
Parameters Definition
A:Total accumulated corpus at maturity.
P:Initial principal capital invested.
r:Annual nominal interest rate (in decimal).
n:Compounding frequency per year (1=Annual, 2=Semi-Annual, 4=Quarterly, 12=Monthly).
t:Total time in years.

How to Use the Calculator

1

Enter your initial principal capital.

2

Specify the annual interest rate.

3

Choose your compounding frequency and tenure.

4

Review your compound interest earnings and growth multiplier.

Frequently Asked Questions

Why does compounding frequency matter?
The more frequently interest is compounded (e.g., quarterly vs annually), the faster your effective annual yield rises, generating higher terminal wealth on the same principal.