CAGR (compound annual growth rate) is the average annual return that would turn the initial value into the final value over the given period. It smooths volatility into a single rate.

CAGR is useful to compare investments over different time periods (e.g. 5-year return vs 10-year return). It assumes reinvestment and does not reflect actual year-by-year volatility.

How is CAGR calculated?

CAGR = (final value / initial value)^(1/years) - 1. This calculator uses that formula. Enter initial value, final value, and number of years.

CAGR Calculator

Free cagr calculator. Get instant results — no signup, no account. Plan and compare with confidence.

Use the CAGR Calculator below.

Calculate compound annual growth rate (CAGR) — the annualized return over a period. Enter initial value, final value, and years. Free CAGR calculator.

كيفية استخدام CAGR Calculator

Enter initial value
Input starting investment or value.
Enter final value and years
Input ending value and number of years.
View CAGR
See compound annual growth rate (%).

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What is CAGR?

CAGR (compound annual growth rate) is the annualized rate of return that would turn an initial investment into the final value over a given number of years, assuming compound growth. It smooths out volatility and lets you compare returns across different time periods. Formula: (End value / Start value)^(1/years) − 1, expressed as a percentage.

This CAGR calculator needs the starting value, ending value, and number of years. It returns the equivalent constant annual return. For example, if an investment grew from $10,000 to $18,000 in 5 years, the CAGR is about 12.5%. That means 12.5% compounded annually would produce the same result.

When to use CAGR

Comparing mutual funds or stocks over different holding periods.
Evaluating long-term investment or business performance.
Setting target returns for retirement or goal-based planning.
Understanding historical growth of GDP, revenue, or other metrics.

CAGR vs average return

CAGR is not the same as the average of yearly returns. Volatility matters: two investments with the same average return can have different CAGRs if one is more volatile. CAGR is the geometric mean and is the correct way to express annualized compound growth.

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