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Reverse CAGR Calculator

Flip the CAGR question around: pick a starting value and a growth rate, and see what it becomes.

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How the Reverse CAGR Calculator Works

Reverse CAGR answers the opposite question from a normal CAGR calculator: instead of finding the rate from two values, it finds the future value from a rate. The formula is: Future Value = Start Value × (1 + Rate)^Years.

Example: $10,000 compounding at 10% a year for 20 years becomes $10,000 × 1.10^20 = about $67,275. The gain is $57,275 — more than five times the starting amount — which shows why starting early matters so much.

This assumes one lump sum with no deposits or withdrawals, and a constant rate every year. Real investments vary year to year, so treat the result as a projection, not a prediction.

Frequently Asked Questions

What is reverse CAGR?
Reverse CAGR projects a future value: given a starting value, an annual growth rate, and a number of years, it calculates what the value grows to with compounding.
How is it different from a normal CAGR calculator?
A normal CAGR calculator finds the rate from a start and end value. Reverse CAGR finds the end value from a start value and a rate — the same formula, solved the other way.
Does it include monthly deposits?
No. It models a single lump sum compounding untouched. For regular deposits, a savings or SIP calculator fits better.
Why is the result so large over long periods?
Compounding: each year's gains earn gains of their own. Over 20–30 years this snowball effect dominates, which is why time matters more than a slightly higher rate.

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