Advanced Financial Estimator

CAGR Calculator Online India – Compound Annual Growth Rate

Use our free cagr calculator online india to accurately measure the annual growth rate of your investments. Whether you need a mutual fund cagr calculator, a stock market cagr calculator, or want to project future wealth, our tool instantly calculates returns using the standard compound growth formula.

Primary Result - Enter values to calculate growth.

Calculate Compound Annual Growth Rate

Find the cagr return between your starting and ending investment value. Ideal cagr calculator with start end value.

Compound Annual Growth Rate (CAGR)-
Absolute Return (%)-
Total Profit Earned-

Future Value Calculator India

Act as a cagr calculator to find future value of investment based on an expected cagr percentage.

Future Final Value-
Total Profit Earned-
Absolute Return (%)-

Reverse CAGR Calculator to Find Initial Investment

Find out the present value needed to invest today to reach a target future value.

Required Initial Investment-
Estimated Profit-
Multiplier-

Calculate Time Period (Rule of 72 & CAGR)

Determine how many years it will take to double or triple your money based on the cagr formula.

Required Time Period-
Absolute Return (%)-
Total Profit Earned-
Exponential compound growth rate projection curve.

Calculator Settings

Compound Annual Growth Rate Formula Explained

Understanding the backend mathematics of our cagr calculation calculator. These are the formulas to know exactly how to calculate cagr manually.

CAGR Formula Explained with Example India

Finds the constant annualised return. If you invest ₹1 Lakh and it becomes ₹2 Lakh in 5 years: CAGR = (2,00,000 / 1,00,000)^(1/5) - 1 = 14.87%.

CAGR = (EV / BV)(1/t) - 1

Future Value (FV) Formula

Used to project the future worth of a present sum given a constant financial growth rate.

FV = PV × (1 + CAGR)t

Present Value (PV) Formula

The mathematical basis for our reverse cagr calculator to determine required initial investment.

PV = FV / (1 + CAGR)t

Rule of 72 and CAGR Explained

A mental math shortcut. Divide 72 by the expected CAGR to find out roughly how many years it will take to double your money.

Years to Double ≈ 72 / CAGR

CAGR Calculator FAQs

What is CAGR in mutual fund and stock market?

CAGR meaning: Compound Annual Growth Rate is a measure of the annual growth rate of an investment over a specified period, assuming profits are reinvested. It smooths out volatility to give you a single, easy-to-understand annual rate of return, making it the best metric to evaluate the cagr of mutual fund or equity portfolio.

Difference between CAGR vs absolute return calculator?

Absolute return measures the total percentage gained or lost without considering time (e.g., a 50% return total). CAGR provides an annualised return (e.g., 10% per year for 4 years). This difference makes CAGR much better for comparing investments held for different lengths of time.

Difference between CAGR and XIRR in mutual fund India?

CAGR is used for point-to-point investments (like a lump sum where you have one start value and one end value). XIRR (Extended Internal Rate of Return) is required when there are multiple cash flows at irregular intervals, such as evaluating an SIP (Systematic Investment Plan) or staggered withdrawals.

What is a good CAGR for mutual fund or stocks in India?

While it varies by market conditions, historically the cagr of nifty 50 last 10 years has hovered around 12% to 14%. Therefore, a good expectation for large-cap mutual funds is 12%, while mid-cap and small-cap funds might target 15% to 18% CAGR over a long 5 to 10-year horizon.

How to calculate CAGR in Excel?

To calculate CAGR in Excel, you can use the RRI function: `=RRI(nper, pv, fv)` where `nper` is the number of years, `pv` is the initial investment, and `fv` is the final value. Alternatively, you can type the raw formula: `=(FV/PV)^(1/nper)-1`.

What are the CAGR limitations as a metric?

The primary limitation is that CAGR hides volatility. Two investments might both show a 15 percent CAGR over 5 years; one might have grown steadily, while the other crashed 50% one year and soared 120% the next. CAGR assumes a smooth growth rate and does not reflect investment risk.