CAGR is the steady yearly growth rate that would turn a starting value into an ending value over a number of years. Enter the two values and the years to get the CAGR, the absolute return and the gain.
How to use PaisaCalcEverything is worked out in your browser; the numbers you type are not sent to us. Results are estimates, not financial advice.
| Year | Principal | Interest | Balance |
|---|
How much to invest monthly to reach a target corpus.
Recurring deposit — a fixed amount every month, compounded quarterly.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Public Provident Fund — current rate 7.1% (Oct–Dec 2026), compounded yearly, tax-free; matures after 15 years, extendable in 5-year blocks.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Compare the New and Old regimes side by side for FY 2026-27 (tax year 2026-27). Enter deductions for the Old regime.
Systematic Withdrawal Plan — how long your corpus lasts while you draw a fixed amount each month.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Sukanya Samriddhi Yojana — deposit yearly for 15 years; matures in 21 years. Current rate 8.2% (Oct–Dec 2026), compounded annually, tax-free.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
National Pension System — corpus at 60; at least 20% (government staff: 40%) must buy an annuity that pays the pension.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Gratuity = last wages (Basic + DA) × 15 ÷ 26 × years of service (Code on Social Security, 2020).
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Estimate your monthly in-hand from annual CTC (New tax regime, standard assumptions).
How big a loan you may qualify for, from your income and existing EMIs (FOIR method).
What today's money will cost — and be worth — in the future.
CAGR = (Final ÷ Initial)1 ÷ years − 1
Absolute return = (Final − Initial) ÷ Initial, with no regard to time. CAGR smooths the ups and downs along the way into one yearly rate; it says nothing about how bumpy the path actually was.
Two quick cases:
| 100,000 → 200,000 in 6 years | CAGR 12.25% a year (absolute return 100%) |
|---|---|
| 100,000 → 150,000 in 4 years | CAGR 10.67% a year (absolute return 50%) |
Doubling in 6 years is a CAGR of about 12.25% — close to the "rule of 72" estimate of 72 ÷ 6 = 12%.
The arithmetic is the same in any currency; the calculator shows results in the currency you pick.
Load these numbers into the calculator →Absolute return is the total gain as a percentage of the start value (100,000 to 200,000 is 100%). CAGR spreads that gain over the years as a compound yearly rate.
A mental shortcut: 72 divided by a yearly growth rate gives roughly the years needed to double. At 12% that is about 6 years. It is an approximation; the calculator gives the exact figure.
PaisaCalc results are arithmetic estimates from the inputs you enter and the formulas shown. They are not financial, investment or tax advice; rates, rules and your own situation vary, so check with your bank, fund house or a qualified adviser before deciding.