About this calculator
Compound Annual Growth Rate (CAGR) normalizes a multi-year return into a single annualized number — the rate at which an investment would have to grow each year, compounded, to go from its starting value to its ending value over the period. CAGR is the standard way to compare investments with different time horizons and volatilities.
The formula
CAGR = (End / Begin)1/years − 1. So $10,000 growing to $25,000 in 7 years: (25000 / 10000)1/7 − 1 = 13.97%. Easy to compute, hard to fake.
What CAGR hides
CAGR collapses the path into a single number, ignoring volatility. A fund that goes 10%, −20%, 40%, 10% over 4 years and one that goes 9% every year both have the same CAGR (~8.7%) but very different risk profiles. The first might be a leveraged tech fund; the second might be an annuity. Always look at standard deviation or max drawdown alongside CAGR.
Comparing across asset classes
Historical CAGRs (1926–2020 US data): large-cap stocks ~10%, small-cap stocks ~12%, long-term bonds ~6%, T-bills ~3%, inflation ~3%. Real (after inflation) returns are about 3 percentage points lower for all of these. When someone quotes a strategy's return, ask "over how long, in what conditions, and after fees?" — many published CAGRs ignore one of those.