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Inflation calculator

What things will cost later, and what your money will be worth.

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Quick answer

Enter an amount, the yearly inflation and the years. Something that costs โ‚น1,00,000 today costs about โ‚น1,79,085 in 10 years at 6% inflation.

โ‚น1.00 Lakh

Same things will cost

โ‚น1,79,085

Your money will buy only
โ‚น55,839
Purchasing power lost
44.2%
Cost of the same things, year by year
โ‚น0โ‚น89,542โ‚น1.79 LakhYear 1, Cost: โ‚น1.06 Lakh1Year 2, Cost: โ‚น1.12 Lakh2Year 3, Cost: โ‚น1.19 Lakh3Year 4, Cost: โ‚น1.26 Lakh4Year 5, Cost: โ‚น1.34 Lakh5Year 6, Cost: โ‚น1.42 Lakh6Year 7, Cost: โ‚น1.50 Lakh7Year 8, Cost: โ‚น1.59 Lakh8Year 9, Cost: โ‚น1.69 Lakh9Year 10, Cost: โ‚น1.79 Lakh10
  • Cost
Year-by-year table
YearCost of the same things
1โ‚น1,06,000
2โ‚น1,12,360
3โ‚น1,19,102
4โ‚น1,26,248
5โ‚น1,33,823
6โ‚น1,41,852
7โ‚น1,50,363
8โ‚น1,59,385
9โ‚น1,68,948
10โ‚น1,79,085

How it works

Inflation is the yearly rise in prices. A steady 6% means prices double in about 12 years.

Money left idle loses purchasing power, which is why savings need to earn more than inflation to keep their value.

Use the future cost to plan for school fees, a wedding or retirement.

The formula

  • Future cost = amount ร— (1 + inflation)^years
  • Purchasing power of todayโ€™s money = amount รท (1 + inflation)^years

A worked example

โ‚น1,00,000 at 6% inflation for 10 years: 1,00,000 ร— 1.06^10 = โ‚น1,79,085. In that time โ‚น1,00,000 in cash buys only about โ‚น55,839 worth of todayโ€™s goods.

Common questions

What inflation rate should I use?

Long-run average consumer inflation in India has often been in the 4 to 7% range. Use a figure that matches your own costs, such as education or healthcare, which can rise faster.

Does it work backwards?

Yes in spirit: a price today of โ‚น1,79,085 equals โ‚น1,00,000 ten years ago at 6% a year.

What is real return?

Your return minus inflation, roughly. A 9% return with 6% inflation grows your buying power by about 3% a year.

Is inflation the same for everything?

No. Food, fuel, education and housing each move at their own pace. Use a rate that fits the thing you are planning for.