Error message

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  • Deprecated function: Creation of dynamic property Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter::$ModuleHandler is deprecated in Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter->__construct() (line 57 of modules/contrib/tablefield/src/Plugin/Field/FieldFormatter/TablefieldFormatter.php).
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  • Warning: Undefined array key "caption" in Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter->viewElements() (line 150 of modules/contrib/tablefield/src/Plugin/Field/FieldFormatter/TablefieldFormatter.php).
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CAGR Calculator

Find the steady yearly growth rate behind any change in value — the honest way to compare investments held for different periods.

What is CAGR?

CAGR — the compound annual growth rate — is the one steady yearly rate at which an investment would have had to grow to get from its starting value to its ending value over a given period. Real returns arrive unevenly, in surges and slumps; CAGR smooths the journey into one comparable number.

Enter any two values and the years between them, and this calculator returns the CAGR, the total growth percentage, and how many times your money multiplied. It works for mutual funds, stocks, property, gold, even a business — anything with a start value, an end value and a time span.

The CAGR formula

CAGR = [(Final value ÷ Initial value)^(1 ÷ years) − 1] × 100

  • Initial value — what the investment was worth at the start
  • Final value — what it is worth at the end of the period
  • years — the length of the period

Raising the growth ratio to the power of one over the years is what converts total growth into a per-year compounding rate. The calculator rounds the result to two decimal places, and also reports the total growth percentage and the plain multiple (2x, 2.5x) behind it.

How to use this calculator

  1. Enter the initial value — the starting worth or purchase price.
  2. Enter the final value — the current worth or sale price.
  3. Set the period in years with the slider (1 to 40 years).

You get three readings: the CAGR itself, the total growth over the whole period, and how many times the money multiplied — 2.5x means the final value is two and a half times the initial one.

A worked example

₹1,00,000 that grows to ₹2,50,000 in 5 years:

  • CAGR: 20.11% a year
  • Total growth: 150%
  • Money multiplied: 2.5x

Had it merely doubled to ₹2,00,000 in the same five years, the CAGR would be 14.87% — a reminder that seemingly small gaps in the yearly rate compound into large gaps in outcome.

Five-year outcomes and the yearly rates behind them

₹1,00,000 becomes Money multiplied Total growth CAGR
₹2,00,000 2x 100% 14.87% a year
₹2,50,000 2.5x 150% 20.11% a year
₹3,33,333 3.33x 233.33% 27.23% a year

All rows are computed over 5 years by the same engine that powers the calculator above, and pinned in its regression tests. Run your own values to see where your investment lands.

CAGR questions, answered

Quick answers on what CAGR can and cannot tell you, and how it compares with other return measures.