Skip to main content

ARN pending: Preview site: the distributor's registration details (ARN, EUIN) are being added. We do not accept investments yet.

sipdhara
sipdhara

Language

Number format

Inflation calculator

What today's money will be worth in the future.

Your inputs

To see the real return after inflation.

Results

Future cost

₹3,20,714

what ₹1,00,000 today will cost

Purchasing power
₹31,180
what ₹1,00,000 then is worth today
Purchasing power lost
68.82%
Real return after inflation
5.66%
12% return with 6% inflation
Share on WhatsApp
Growth over time

See how a different amount, return or period changes the result, side by side.

Year-by-year breakdown

Year-by-year breakdown
YearFuture costPurchasing power
1₹1,06,000₹94,340
2₹1,12,360₹89,000
3₹1,19,102₹83,962
4₹1,26,248₹79,209
5₹1,33,823₹74,726
6₹1,41,852₹70,496
7₹1,50,363₹66,506
8₹1,59,385₹62,741
9₹1,68,948₹59,190
10₹1,79,085₹55,839
11₹1,89,830₹52,679
12₹2,01,220₹49,697
13₹2,13,293₹46,884
14₹2,26,090₹44,230
15₹2,39,656₹41,727
16₹2,54,035₹39,365
17₹2,69,277₹37,136
18₹2,85,434₹35,034
19₹3,02,560₹33,051
20₹3,20,714₹31,180
Assumptions and method

Formula

  • Future cost = C · (1 + π)^t
  • Purchasing power = A / (1 + π)^t
  • Real return = (1 + r) / (1 + π) − 1 (Fisher; never r − π)

Not included

  • Inflation changes every year; a constant rate is assumed.

This is an illustration based on the return you entered. Actual returns vary and may be lower or negative.

Mutual fund investments are subject to market risks, read all scheme related documents carefully.

How it works

Inflation means the same money buys less over time. This calculator shows what something that costs a given amount today will cost in future, and what a sum of money will be worth in today’s terms.

It also converts a return into a real return after inflation using the exact formula (1 + r) / (1 + inflation) − 1, rather than the rough r − inflation.

How we calculate

Frequently asked questions

What inflation rate should I use?

India’s consumer price inflation has averaged around 5–6% over long periods. Education and healthcare costs have often risen faster.

Why not just subtract inflation from the return?

Subtraction overstates the real return. With a 12% return and 6% inflation, the real return is 1.12/1.06 − 1 = 5.66%, not 6%.