"Calculate the Compound Annual Growth Rate of your investments over time. Smooth out fluctuations and see the true growth."
Total Gain
₹15,000.00
Absolute Return
150.00%
CAGR (Compounded)
20.11%
"CAGR is the constant rate of return that would be required for an investment to grow from its beginning balance to its ending balance."
"Compound Annual Growth Rate is a geometric progression ratio that provides a constant rate of return over a specific time period."
"It smooths out the returns of an investment, making it easier to understand the true growth rate."
"Use CAGR to compare the performance of different investments with different time horizons."
"Understand why CAGR is the preferred metric for professional investors."
"Unlike simple returns, CAGR accounts for the compounding effect of interest over multiple years."
"Test your investment hypotheses and see if your strategies are meeting your long-term goals."
"Determine the rate of return you need to reach your future financial goals with precision."
"Understand the math behind the constant growth rate calculation."
Investment Scenario
"Invest ₹10,000 today and it grows to ₹25,000 in 5 years."
Calculation
CAGR = [(25,000 / 10,000) ^ (1/5)] - 1
Result
20.11% Yearly Growth
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