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Compound Annual Growth Rate (CAGR) Calculator

Calculate the annualized return of your investment over a specific time period. CAGR smooths out the volatility of year-to-year returns to give you a single growth rate.

Input Parameters

Yrs

Results

Absolute Return₹1,00,000
Absolute Return %100.0%
CAGR (Annualized Return)14.9%

Visual Breakdown

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📐 CAGR Calculator Formula

CAGR = [(Final Value / Initial Value) ^ (1 / Years)] - 1
  • Final Value: The current or ending value of the investment
  • Initial Value: The starting value of the investment
  • Years: The number of years the investment was held

📝 Example

If you invest ₹100,000 and it grows to ₹200,000 in 5 years, your CAGR is 14.87%.


Benefits

  • Compare the performance of different investments
  • Smooth out volatile returns
  • Understand true annualized growth

Frequently Asked Questions

What is a good CAGR?

A good CAGR depends on the asset class. For mutual funds and stocks in India, a CAGR of 12% to 15% over a long period (5+ years) is generally considered very good.


The Ultimate Guide to CAGR (Compound Annual Growth Rate)

How to Use This Calculator

Welcome to our free online CAGR Calculator! We built this powerful tool to give you accurate and instant results without any hassle. To get the best out of this CAGR Calculator, simply input your specific values into the corresponding fields provided below.

Our highly optimized CAGR Calculator engine will instantly process your data, ensuring precision and saving you valuable time. Using a dedicated CAGR Calculator helps you avoid manual calculation errors, make informed decisions faster, and plan your finances or health metrics with confidence. Bookmark this page so you can easily access our CAGR Calculator whenever you need a quick, reliable calculation!

When you invest in the stock market, real estate, or mutual funds, your returns rarely follow a straight, predictable line. One year your portfolio might jump by 20%, the next year it might crash by 15%, and the year after it might inch up by 5%.

How do you calculate your actual average return over a multi-year period? Simply taking the arithmetic average of those numbers will give you a wildly inaccurate and inflated result.

Enter the Compound Annual Growth Rate (CAGR).

What is CAGR?

CAGR is the most accurate way to calculate and determine returns for anything that can rise or fall in value over time. It represents the hypothetical, steady annual rate at which your investment would have grown if it had compounded at the exact same rate every single year.

In other words, CAGR smooths out the extreme volatility of your investment returns, giving you a single, easily comparable metric.

The Mathematical Formula for CAGR

The formula to calculate CAGR is: CAGR = [(Ending Value / Beginning Value) ^ (1 / Number of Years)] - 1

Why Simple Averages Lie

Let's say you invest ₹100,000.

  • Year 1: The market crashes, and your investment drops by 50% (Value = ₹50,000).
  • Year 2: The market booms, and your investment jumps by 100% (Value = ₹100,000).

If you took the simple average of those two percentages: (-50% + 100%) / 2 = +25% average return. Wait... a 25% average return? But you started with ₹100,000 and ended with ₹100,000. You made absolutely zero money!

If you use the CAGR formula: [(100,000 / 100,000) ^ (1/2)] - 1 = 0%. CAGR tells you the truth: your actual annualized return was 0%.

When Should You Use CAGR?

  1. Comparing Mutual Funds: When a mutual fund claims to have given a "5-year return of 60%", that is an absolute return. You must convert it to CAGR to compare it accurately against a Fixed Deposit or another fund.
  2. Evaluating Real Estate: If you bought a house for ₹5,000,000 and sold it for ₹10,000,000 ten years later, your absolute return is 100%. But your CAGR is about 7.18%.
  3. Business Metrics: Startups often use CAGR to report revenue or user base growth over a multi-year period to investors, smoothing out seasonal volatility.

How to Use the CAGR Calculator

You don't need a scientific calculator to figure out your returns. Use our tool:

  1. Initial Investment Value: What was the asset worth when you first bought it?
  2. Final Investment Value: What is the asset worth today (or when you sold it)?
  3. Investment Duration: Enter the total time you held the asset, in years. (For example, 2.5 years).

The calculator will instantly run the exponential math and output your exact Compound Annual Growth Rate!

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