Lumpsum Calculator

See what a one-time investment could grow to over your holding period.

1,0001,00,00,000
% p.a.
130
years
140
Value after 10 years
₹3,10,585
Where it could actually land
₹2.0L₹4.7L

A steady 10-year average is an assumption, not a promise. Around two periods in three land inside this range.

You invest
₹1,00,000
Returns earned
₹2,10,585

How the gap opens

₹0₹88k₹1.8L₹2.6L₹3.5L0y2y4y6y8y10y
Projected valueInvestedHover the chart to read any year

Year by year

YearInvestedReturnsValue
1₹1,00,000₹12,000₹1,12,000
2₹1,00,000₹25,440₹1,25,440
3₹1,00,000₹40,493₹1,40,493
4₹1,00,000₹57,352₹1,57,352
5₹1,00,000₹76,234₹1,76,234

Assumes a steady 12% return every year. Real returns arrive unevenly, which is what the range above is for.

What a lumpsum calculator tells you

A lumpsum investment is a single amount put in once and left to compound, as opposed to a SIP, which spreads the same money across many months. This calculator answers the only arithmetic question about it: given a rate and a holding period, what is it worth at the end?

The striking part is how much of the final figure is not your money. Invest ₹1,00,000 at 12% for 10 years and it becomes roughly ₹3.1 lakh, and about two-thirds of that is return. Hold for 20 years and it is about ₹9.6 lakh, of which nearly 90% is return. Nothing changed except time.

The formula

FV = P × (1 + r)^n
  • P is the amount you invest today
  • r is the annual return as a decimal, so 12% is 0.12
  • n is the number of years

Rearranged the other way, the same formula gives you CAGR: the annual rate that turns a starting value into an ending one. That is exactly what our XIRR calculator does for messier cases, where money went in on several different dates.

A worked example

₹5,00,000 invested at 12% for 15 years projects to about ₹27.4 lakh. Toggle In today's money and, at 6% inflation, that is worth about ₹11.4 lakh in present-day prices. Both numbers are true. Only the second one tells you what it buys.

What common lumpsum amounts grow to

The same formula at 12% a year, across the amounts and horizons people most often check. Nothing here is a forecast; it is what the arithmetic gives if the rate holds, which it will not do evenly.

What a one-time investment grows to at 12% a year
Invested5 years10 years15 years20 years25 years
₹50k₹88k₹1.6L₹2.7L₹4.8L₹8.5L
₹1L₹1.8L₹3.1L₹5.5L₹9.6L₹17.0L
₹2.5L₹4.4L₹7.8L₹13.7L₹24.1L₹42.5L
₹5L₹8.8L₹15.5L₹27.4L₹48.2L₹85.0L
₹10L₹17.6L₹31.1L₹54.7L₹96.5L₹1.7Cr
₹25L₹44.1L₹77.6L₹1.4Cr₹2.4Cr₹4.3Cr

Notice that the multiple is identical in every row, because a lumpsum grows by a factor that depends only on the rate and the years. At 12%, money multiplies by about 3.1 over a decade and about 9.6 over two, whatever the starting amount happens to be.

Lumpsum or SIP?

The honest answer depends on where the money is. If it already exists, whether that is a bonus, a maturity or a sale, then investing it now puts every rupee to work immediately, and historically that has beaten drip-feeding it in, simply because markets spend more time rising than falling.

If the money arrives with your salary, the question does not exist: a SIP is the only thing that fits. And if a single large entry would leave you checking prices daily, spreading it over six to twelve months costs a little expected return and buys a lot of staying power. Run the same numbers in the SIP calculator and compare.

What this calculator cannot do

It cannot pick the fund. The gap between a good and a mediocre equity fund over fifteen years is worth more than any input on this page, and no calculator can close it. That is a research problem, which is what a model portfolio exists to solve.

Frequently asked questions

What is a lumpsum calculator?

A lumpsum calculator estimates what a single one-time investment grows into. You enter the amount, the return you expect each year and how long you will stay invested, and it compounds the amount forward to a projected value.

What is the formula for lumpsum returns?

Future value = P × (1 + r)^n, where P is the amount invested, r is the annual rate as a decimal and n is the number of years. Investing ₹1,00,000 at 12% for 10 years gives 1,00,000 × 1.12^10, which is about ₹3,10,585.

Is lumpsum better than SIP?

If the money already exists and you can leave it alone, a lumpsum has historically won more often, because markets rise more often than they fall and a lumpsum is fully invested from day one. A SIP wins when the money arrives monthly, when markets fall right after you invest, or when a single large entry would make you anxious enough to sell.

When is a lumpsum investment a bad idea?

When the money is needed within three years, and when investing it all at once would leave you unable to sleep. Both are real constraints. A calculator projecting 12% a year cannot tell you whether you would hold through a 30% fall in year two, and that behaviour matters more than the entry method.

Does the lumpsum calculator account for inflation and tax?

Most do not. This one does, behind two toggles. 'In today's money' converts the projection into present-day purchasing power, and 'After tax' applies equity long-term capital gains at 12.5% on the amount above the ₹1.25 lakh annual exemption.

How much will ₹1 lakh grow to in 10 years?

At 12% a year, about ₹3.11 lakh, because a lumpsum multiplies by roughly 3.1 over a decade at that rate. The multiple is the same whatever you start with, so ₹5 lakh becomes about ₹15.5 lakh and ₹25 lakh becomes about ₹77.6 lakh over the same period. The table above covers the common combinations.

Should I invest a lumpsum all at once or spread it out?

Investing it all at once has historically won more often, simply because markets rise more years than they fall and money invested earlier compounds for longer. Spreading it over a few months lowers the risk of committing everything at a peak, which matters more for the size of the amount relative to your total savings than for the returns. If putting it all in would keep you awake, spreading it over three to six months is a reasonable price for sleeping.

Is a lumpsum investment taxed differently from a SIP?

The rules are the same; the holding periods differ. A lumpsum buys all its units on one date, so the entire holding crosses one year together and gains above the ₹1.25 lakh annual exemption are taxed at 12.5%. With a SIP, each instalment has its own purchase date and so its own holding period, which makes the tax on a partial redemption considerably more fiddly to work out.

What return should I assume for a lumpsum investment?

For Indian equity funds, 11% to 13% a year over long periods is reasonable. For debt, 6% to 8%. Whatever you pick, the range shown above matters more than the single figure: it is what a realistic spread of outcomes looks like around that assumption.

A return needs a portfolio behind it

This tool assumes a rate. These are the books a SEBI-registered desk actually runs to chase one.

Explore all RealCases