Finance & Investing

How to Calculate CAGR: Complete Beginner’s Guide

Learn what Compound Annual Growth Rate (CAGR) means, why it provides a better metric than simple average returns, and how to compute it accurately.

Sunny SharmaSunny Sharma
May 15, 2026
7 min read
How to Calculate CAGR: Complete Beginner’s Guide

How to Calculate CAGR: Complete Beginner’s Guide

When evaluating stocks, mutual funds, revenue growth, or business metrics over multiple years, relying on a simple arithmetic average often yields misleading results. Compound Annual Growth Rate (CAGR) solves this problem by calculating the steady annual rate an investment would have grown if it compounded smoothly each year.

Calculate your investment's annualized return instantly with the Burnjet CAGR Calculator.


The CAGR Formula #

CAGR=(Ending ValueBeginning Value)1n1\text{CAGR} = \left(\frac{\text{Ending Value}}{\text{Beginning Value}}\right)^{\frac{1}{n}} - 1

Where:

  • Beginning Value: Initial investment or base value at period t0t_0
  • Ending Value: Final portfolio valuation at period tnt_n
  • nn: Total elapsed duration in years

Step-by-Step: Using the Burnjet CAGR Calculator #

Step 1: Open the Tool #

Visit Burnjet CAGR Calculator.

Step 2: Enter Starting Capital #

Input your original purchase cost or baseline portfolio value (e.g.,

<span class="katex-error" title="ParseError: KaTeX parse error: Can't use function '&#x27; in math mode at position 7: 10,000̲).

Step 3:…" style="color:#cc0000">10,000$). #

Step 3: Enter Ending Value #

Input the final liquid balance (e.g.,

25,000$).

Step 4: Enter Number of Years #

Enter the total elapsed investment horizon in years (e.g., $5$ years).

Step 5: Read the Growth Breakdown #

The tool immediately computes:

  • Compound Annual Growth Rate (CAGR %)
  • Absolute Total Return (%)
  • Total Profit Generated

Worked Example: 5-Year Tech Stock Performance #

  • Beginning Investment:
    <span class="katex-error" title="ParseError: KaTeX parse error: Can't use function '&#x27; in math mode at position 7: 10,000̲
  • **Ending Por…" style="color:#cc0000">10,000$
  • Ending Portfolio Value:
24,883$
  • Time Period: $5$ years
  • Step-by-step Math: #

    1. Divide ending value by beginning value:
      24,88310,000=2.4883\frac{24,883}{10,000} = 2.4883
    2. Take the reciprocal 5th root (1/5=0.21/5 = 0.2):
      (2.4883)0.2=1.20(2.4883)^{0.2} = 1.20
    3. Subtract 1 and convert to percentage:
      (1.201)×100=20.0%(1.20 - 1) \times 100 = 20.0\%

    The CAGR is 20.0%20.0% per year, whereas the Absolute Total Return is 148.83%148.83%.


    Absolute Return vs. CAGR #

    MetricAbsolute ReturnCAGR
    Considers Time HorizonNoYes
    Formula(EndingStart)/Start×100(\text{Ending} - \text{Start}) / \text{Start} \times 100(Ending/Start)1/n1(\text{Ending}/\text{Start})^{1/n} - 1
    Best Used ForShort-term trades (<1< 1 year)Long-term asset allocation (>1> 1 year)

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