Find the total value multiple
Divide the ending value by the starting value.
Value multiple = ending value ÷ starting valueCompare performance across different time periods on the same annual basis
Calculate the compound annual growth rate, total return, and value multiple from a starting value, ending value, and time period.
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The constant annual rate that links the starting and ending values.
CAGR does not show the path between the starting and ending values. Contributions, withdrawals, taxes, fees, and volatility require separate analysis.
CAGR is the geometric average rate that would grow the starting value into the ending value at a constant annual pace.
Divide the ending value by the starting value.
Value multiple = ending value ÷ starting valueRaise the total multiple to the power of one divided by the number of years.
Annual growth multiple = value multiple^(1 ÷ years)Subtract one from the annual growth multiple and express it as a percentage.
CAGR = (annual growth multiple - 1) × 100A basic example with no contributions or withdrawals.
Two investments can have the same CAGR while taking very different paths and levels of risk.
Understand the difference between CAGR and a simple average return.
CAGR includes compounding and is the constant annual rate connecting the starting and ending values. It can differ from the arithmetic average of yearly returns.
Yes. If the ending value is lower than the starting value, CAGR and total return are negative.
CAGR alone cannot separate performance from contributions or withdrawals. Use a cash-flow-aware return measure instead.
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Enter the asset value at the beginning of the period.
Enter the asset value at the end of the period.
Decimal-year periods are supported.
The constant annual rate that links the starting and ending values.
CAGR does not show the path between the starting and ending values. Contributions, withdrawals, taxes, fees, and volatility require separate analysis.
Annualized return: 14.87%