Calculate how a one-time investment grows over time at various CAGR rates with inflation-adjusted returns and year-by-year table.
A lumpsum investment is a one-time, single payment invested into mutual funds, stocks, FDs, or any other instrument. Unlike SIP where you invest monthly, lumpsum is ideal when you have received a large amount — bonus, inheritance, property sale proceeds, or a tax refund — and want to deploy it immediately.
For long-term goals (5+ years), lumpsum investments in equity tend to outperform SIP when deployed at the right time (market corrections, dips). However, for most investors without market timing ability, SIP remains better for regular monthly deployment.
Lumpsum growth uses the compound interest formula:
Maturity = Principal × (1 + CAGR)^Years
Example: ₹10 lakh invested at 12% CAGR for 15 years:
• Maturity = ₹10L × (1.12)^15 = ₹54.7 lakh
• Returns = ₹44.7 lakh on ₹10L investment (447% gain)
The Rule of 72: Divide 72 by the CAGR to find how many years it takes to double.
• At 12% CAGR: doubles every 6 years
• At 6%: doubles every 12 years
1. Enter your investment amount — the one-time lumpsum to invest
2. Enter investment period — how many years you will stay invested
3. Set expected CAGR — 11-13% for Nifty 50 index funds, 7-8% for FDs
4. Set inflation — to see real (inflation-adjusted) returns
5. Calculate to see maturity value, total returns, and inflation-adjusted real value
• Compare returns: See exactly how much more equity gives vs FD for the same lumpsum
• Rule of 72: Instantly see how long to double your money at any CAGR
• Inflation-adjusted: See your real purchasing power gain, not just nominal growth
• Year-by-year table: Track your wealth growth every single year
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