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HomeIndia Utility HubInvestmentsCAGR Calculator

CAGR Calculator

Calculate the compound annual growth rate (CAGR) and absolute return between an initial and final investment value.

All calculation logic executes locally in browser memory. No user inputs, investment values, or return calculations are transmitted to or stored by any server.
₹
₹
years

Result

14.87%CAGR
100%Absolute return
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What is CAGR Calculator?

Compound Annual Growth Rate (CAGR) is the single most important metric for evaluating the smoothed annual growth rate of an investment over multiple years. While absolute return simply measures the total percentage gain or loss irrespective of time, CAGR accounts for the compounding effect over the exact holding tenure, allowing you to fairly compare mutual funds, stocks, real estate, gold, and fixed deposits. This calculator takes your beginning investment value, ending value, and tenure in years, instantly delivering both the annualized CAGR percentage and the total absolute return percentage.

How to use CAGR Calculator

  1. 1Enter the initial investment amount (beginning value) in rupees (₹).
  2. 2Enter the final maturity or current market value in rupees (₹).
  3. 3Enter the investment duration in years (e.g., 5 or 3.5).
  4. 4Instantly view the annualized CAGR (%) and the overall absolute return (%).

Key features

Geometric Compounding CAGR

Computes smoothed annual growth rate: CAGR = ((Final / Initial)^(1/t) - 1) × 100.

Point-to-Point Absolute Return

Computes total unannualized percentage gain: ((Final - Initial) / Initial) × 100.

Fractional & Decimal Tenures

Supports exact partial holding periods such as 2.5 years, 3.2 years, or 18 months.

Capital Losses & Break-Even Analysis

Handles negative returns and flat performance with mathematically sound negative CAGR outputs.

Annualized vs Total Gain Perspective

Clarifies the dramatic difference between nominal lump-sum gains and true annual compounding.

Examples & use cases

Mutual Fund Growth (₹1,00,000 to ₹2,00,000 in 5 Years)

Doubling your money in 5 years represents an absolute gain of 100%, which translates to a CAGR of 14.87% per annum.

Real Estate Investment (₹40,00,000 to ₹85,00,000 in 7 Years)

An increase from ₹40 Lakh to ₹85 Lakh over 7 years yields an absolute return of 112.50% and a CAGR of 11.37%.

Stock Investment Loss (₹1,00,000 to ₹75,000 in 3 Years)

A drop from ₹1,00,000 to ₹75,000 over 3 years yields an absolute return of -25.00% and a negative CAGR of -9.14% per annum.

Frequently asked questions

The formula is: CAGR = [(Final Value / Initial Value)^(1 / Years) - 1] × 100. It calculates the constant rate at which an investment would have grown if it grew at a steady compounding rate every year.
Absolute Return measures the percentage change from start to finish: [(Final - Initial) / Initial] × 100, completely ignoring how long the investment took to achieve that return. A 100% absolute return achieved in 3 years (25.99% CAGR) is vastly superior to a 100% return achieved over 10 years (7.18% CAGR). CAGR normalizes the return on an annual basis.
CAGR is designed strictly for a single point-to-point investment (one lump sum purchase and one redemption). If you make periodic investments (such as a monthly SIP) or multiple withdrawals on irregular dates, CAGR is inaccurate and you should use the XIRR (Extended Internal Rate of Return) calculator instead.
No. CAGR smooths out all intermediate fluctuations. An investment could have doubled, dropped 50%, and then recovered; CAGR only measures the geometric trajectory between the start and end values, without revealing portfolio drawdowns or market volatility.

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