Finance
CAGR Calculator
Compound Annual Growth Rate — find the yearly return across your time horizon.
Compound Annual Growth Rate
14.87%
CAGR represents the steady annual growth rate that bridges your initial and final values over the given period.
Finance
Compound Annual Growth Rate — find the yearly return across your time horizon.
Compound Annual Growth Rate
14.87%
CAGR represents the steady annual growth rate that bridges your initial and final values over the given period.
Compound Annual Growth Rate (CAGR) is the average percentage increase per year from a starting value to an ending value over a multi-year period. Unlike simple annual averages, CAGR accounts for compounding—each year's gain builds on the previous year's total. It's the single number investors and business leaders use to compare the real performance of stocks, funds, startups, and sales growth.
The calculator takes your beginning value, ending value, and the number of years between them. It then applies the CAGR formula to find the steady annual growth rate that, if applied each year with compounding, would transform the starting value into the ending value. This assumes reinvestment or cumulative growth with no withdrawals.
CAGR = (Ending Value / Beginning Value)^(1 / Number of Years) - 1Ending Value is your final amount; Beginning Value is what you started with; Number of Years is the span between them. The formula divides the ratio of values by the time period, then subtracts 1 to show growth as a percentage.
| Input | Result | Notes |
|---|---|---|
| ₹100,000 in year 1 → ₹160,000 in year 5 (4 years) | 12.47% CAGR | Your investment grew by an average of 12.47% per year. Starting with ₹100k and earning 12.47% annually for 4 years lands you at ₹160k. |
| $50,000 in 2015 → $200,000 in 2023 (8 years) | 20.05% CAGR | An 8-year growth rate of 20% per year is exceptional—typical for early-stage startups or high-growth funds. This shows 4x return over 8 years. |
| Company revenue ₹10 crore (year 1) → ₹30 crore (year 6) (5 years) | 24.57% CAGR | Business tripled in 5 years = 24.57% annual growth. Useful for spotting whether a startup or company is scaling fast or stagnant. |
No. Average annual return is simple math (add all years, divide by count). CAGR accounts for compounding—your gains earn gains. CAGR is lower and more realistic.
Yes. If your ending value is less than your beginning value, CAGR is negative. Example: ₹100k → ₹80k over 4 years = −5.73% CAGR (losing 5.73% per year).
It depends on risk and asset type. Indian stock market averages ~12% CAGR over decades. Real estate ~8–10%. Bonds ~5–7%. High-risk startups can hit 30%+ but often fail. Conservative savers should expect 4–6%.
No. CAGR is the raw growth rate of your money. To find real returns, subtract inflation; to find net returns, subtract taxes and fees. This calculator shows the gross CAGR.
Use the rearranged formula: Future Value = Present Value × (1 + CAGR)^Years. Example: if you earned 12% CAGR, ₹100k today could become ₹177k in 5 years. But past CAGR doesn't guarantee future results.
Both matter. High CAGR with wild swings is risky; low CAGR with stability is safer. Use CAGR to measure growth and standard deviation (or tracking historical ups and downs) to measure risk. A good investment balances both.