CAGR: cagr is 17.46%, based on the entered inputs.
CAGR = (End Value ÷ Start Value)^(1 ÷ Years) − 1
| Input | Value |
|---|---|
| Mode | Calculate CAGR |
| Initial Value | ₹1,00,000 |
| Final Value | ₹5,00,000 |
| Period | 10 yr |
| CAGR | 17.46% |
| Absolute Return | 400% |
| Total Gain / Loss | ₹4,00,000 |
| Wealth Multiplier | 5× |
| Real Return (vs 6% inflation) | 11.46% |
What CAGR actually tells you
CAGRCompound Annual Growth Rate — the smoothed yearly return. answers one precise question: at what single steady rate would my money have had to grow to get from the starting value to the ending value in this many years? It smooths a bumpy journey into one comparable number — which is both its power and its trap.
What is a good CAGR for investments in India?
Context is everything: savings accounts ~3%, FDs ~6-7%, long-run diversified equity ~11-13%. A sustained portfolio CAGR of 12%+ over a decade is genuinely good; claims of steady 20%+ CAGR are either survivorship luck, leverage, or marketing. Compare any number against the boring index alternative over the same window.
CAGR vs absolute return — which should I look at?
Absolute return ("+150%") ignores time and is nearly meaningless on its own — +150% is spectacular in 3 years (35.7% CAGR) and mediocre in 15 (6.3%). CAGR annualises the growth so different investments and periods become comparable. For anything held over a year, think in CAGR.