Financial Ratio Calculator
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COMPOUNDING

Rule of 72 (Doubling Time) Calculator

The Rule of 72 is a classic financial rule of thumb that quickly estimates the number of years required for an investment to double in value at a given annual interest rate.

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Input Parameters
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%
e.g. Rs 1,00,000
Rs
Calculation Results
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Provide the input parameters on the left to compute the official financial result and metrics.

Formula & Methodology

Years to Double = 72 / Rate (%)
Rate (%)
Annual Growth Rate

Expected annualized rate of compound growth.

Practical Worked Example

An equity investor earns an average 12% CAGR and wants to know how quickly Rs 1,00,000 will become Rs 2,00,000.

01.Years to double = 72 / 12 = 6.0 years.
02.In 6 years, Rs 1,00,000 grows to Rs 2,00,000.
03.In 12 years (2 doublings), it grows to Rs 4,00,000.
6.0 Years to DoubleEven a 2% boost in annual returns significantly cuts down the doubling duration.

Interpretation & Industry Benchmarks

The Rule of 72 demonstrates the compounding power of returns across varying interest rates.

12% Return → 6.0 YearsEquity Growth

Fast compounding cycle.

7% Return → 10.3 YearsBalanced Growth

Doubles roughly once per decade.

4% Return → 18.0 YearsConservative

Takes nearly two decades to double principal.

Industry Nuance: Rule of 72 is most accurate for rates between 6% and 10%. For higher rates, the Rule of 70 or 73 provides slight refinements.

Analytical Limitations

  • Approximation tool for simple estimation; use compound growth calculators for periodic cash additions.

Frequently Asked Questions

Why 72 instead of 70 or 100?

72 is chosen because it has many small divisors (2, 3, 4, 6, 8, 9, 12) making mental math simple, and closely approximates ln(2) for typical investment return rates.