Is CAGR the actual return in every year?
No. It is a smoothed annual equivalent; the real sequence can be uneven or include losses.
Find the smoothed annual growth rate between two positive values.
Adjust the values below to get a clear estimate.
The ending-to-starting ratio is raised to the reciprocal of elapsed years, then one is subtracted. This equivalent constant rate hides year-to-year variation.
CAGR = (ending / starting)^(1 / years) − 1Inputs: startingValue: 10,000 · endingValue: 15,000 · years: 4
Illustrative result: About 10.67% per year
A constant annual rate of approximately 10.67% would connect the two values over four years, though actual returns may vary.
No. It is a smoothed annual equivalent; the real sequence can be uneven or include losses.
No. The standard compound annual growth formula requires positive beginning and ending values.