Calculate the compound annual growth rate (CAGR) and absolute return between an initial and final investment value.
Compound Annual Growth Rate (CAGR) is the single most important metric for evaluating the smoothed annual growth rate of an investment over multiple years. While absolute return simply measures the total percentage gain or loss irrespective of time, CAGR accounts for the compounding effect over the exact holding tenure, allowing you to fairly compare mutual funds, stocks, real estate, gold, and fixed deposits. This calculator takes your beginning investment value, ending value, and tenure in years, instantly delivering both the annualized CAGR percentage and the total absolute return percentage.
Computes smoothed annual growth rate: CAGR = ((Final / Initial)^(1/t) - 1) × 100.
Computes total unannualized percentage gain: ((Final - Initial) / Initial) × 100.
Supports exact partial holding periods such as 2.5 years, 3.2 years, or 18 months.
Handles negative returns and flat performance with mathematically sound negative CAGR outputs.
Clarifies the dramatic difference between nominal lump-sum gains and true annual compounding.
Doubling your money in 5 years represents an absolute gain of 100%, which translates to a CAGR of 14.87% per annum.
An increase from ₹40 Lakh to ₹85 Lakh over 7 years yields an absolute return of 112.50% and a CAGR of 11.37%.
A drop from ₹1,00,000 to ₹75,000 over 3 years yields an absolute return of -25.00% and a negative CAGR of -9.14% per annum.
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