Lumpsum Calculator

One-time investment. Long-term compounding.

Put in a single amount today. Adjust the amount, tenure and expected return to watch compounding do its slow, ridiculous work.

Your money grows into
₹27,36,783
Starting from ₹5,00,000 today, at 12% for 15 years.
Invested ₹5,00,000Gains ₹22,36,783
You invested
₹5,00,000
Just once, upfront
Compounding gains
₹22,36,783
Pure interest on interest
Money multiplier
5.5×
Final ÷ invested
Plain-English insights
  • Rule of 72: your money doubles roughly every 6.0 years at this rate.
  • The last five years alone add ₹11,83,859 — compounding gets serious late.
  • You put in ₹5,00,000 once and end with ₹27,36,7835.5× your money.
Growth curve
What this tool assumes

We compound annually at your chosen rate — no additional deposits after the first one. Real markets won't grow this smoothly, but over long horizons an equity lumpsum tracks the long-term index.

Common questions
SIP or lumpsum for ₹5 lakh idle money?

If markets are near all-time highs, split it — invest ⅓ now, ⅓ in 3 months, ⅓ in 6 months (STP). If markets just corrected 15%+, put it in as a lumpsum.

What return should I assume?

Same as SIP — 11–13% for diversified equity, 7–8% for debt, 4–5% for liquid funds. Use lower numbers for shorter horizons.

Is a lumpsum in one fund risky?

Yes. Split across 2–3 funds (large-cap + flexi-cap + one debt) so a single fund manager's mistake doesn't hurt everything.

How does compounding actually work?

In year 1, ₹5L at 12% earns ₹60k. In year 15, that ₹60k has itself grown into ~₹3L. That's why the growth curve is so steep near the end.

When should I redeem?

For a goal — start moving to debt 2 years before you need the money. Don't let one bad market month wreck a 15-year plan.

How this is calculated
FV = P × (1 + r)ⁿ

A one-time investment grows purely by compounding. Each year's return is applied to the previous year's balance — the classic snowball.

Assumptions
  • Return is smooth and annually-compounded.
  • No withdrawals during the tenure.
  • Fund fees and tax at redemption are ignored.
What it can't tell you
  • Timing the entry matters a lot for a lumpsum — a 20% drop in year 1 changes the trajectory.
  • Real returns for shorter horizons (<5y) can differ wildly.
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