Savings & deposits

Inflation Calculator India: Future Cost and Real Value

What will things cost later, and what is future money worth today?

Inflation means the same rupee buys less every year. Use this calculator to see what something you buy today will cost after a number of years, or what an amount you will receive later is really worth in today's money.

Your result

Something that costs ₹1 L today will cost about ₹1.79 L in 10 years at 6% inflation, which is ₹79,085 more.

Future cost
₹1.79 L
in 10 years
Extra you will pay
₹79,085 (cost)
79.1% higher than today
What today's ₹1 L will buy then
₹55,839
measured in today's prices
Prices double in
11.9 years
at 6% a year
  • InfoInflation changes from year to year and differs by what you buy. Use a rate that fits your own expenses, and treat the result as an illustration.

Change the numbers

What do you want to find?

Breakdown

Today's price vs the rise from inflation

Today's price vs the rise from inflationDonut chart. Price today: ₹1 L (55.8%); Added by inflation: ₹79,085 (44.2%).
  • Price today₹1 L · 55.8%
  • Added by inflation₹79,085 · 44.2%
The second slice is the extra you will pay only because prices rise; it grows with the number of years.
Show the numbers
PartValueShare
Price today₹1 L55.8%
Added by inflation₹79,08544.2%

How the price rises year by year

  • Price today
  • Added by inflation
Year 10₹1 LPrice today₹79,085Added by inflation₹1.79 LTotal
How the price rises year by yearStacked area chart of Price today, Added by inflation by year, from 0 to 10. At year 10: Price today ₹1 L, Added by inflation ₹79,085, Total ₹1.79 L.
The upper block is the extra caused by inflation; it grows faster each year because each rise builds on the last.
Show the numbers
YearPrice todayAdded by inflationTotal
0₹1 L₹0₹1 L
1₹1 L₹6,000₹1.06 L
2₹1 L₹12,360₹1.12 L
3₹1 L₹19,102₹1.19 L
4₹1 L₹26,248₹1.26 L
5₹1 L₹33,823₹1.34 L
6₹1 L₹41,852₹1.42 L
7₹1 L₹50,363₹1.5 L
8₹1 L₹59,385₹1.59 L
9₹1 L₹68,948₹1.69 L
10₹1 L₹79,085₹1.79 L

Year-by-year price with inflation

PeriodPriceRise this yearTotal rise
Year 1₹1,06,000₹6,000₹6,000
Year 2₹1,12,360₹6,360₹12,360
Year 3₹1,19,102₹6,742₹19,102
Year 4₹1,26,248₹7,146₹26,248
Year 5₹1,33,823₹7,575₹33,823
Year 6₹1,41,852₹8,029₹41,852
Year 7₹1,50,363₹8,511₹50,363
Year 8₹1,59,385₹9,022₹59,385
Year 9₹1,68,948₹9,563₹68,948
Year 10₹1,79,085₹10,137₹79,085

Worked example

Example with the default numbers — change them above.

What do you want to find?: Future cost of something I buy today · Amount: ₹1,00,000 · Inflation rate (a year): 6% · Number of years: 10 yrs

Something that costs ₹1 L today will cost about ₹1.79 L in 10 years at 6% inflation, which is ₹79,085 more.

Headline figures for the default inputs
Future cost ₹1.79 L · in 10 years
Extra you will pay ₹79,085 · 79.1% higher than today
What today's ₹1 L will buy then ₹55,839 · measured in today's prices
Prices double in 11.9 years · at 6% a year

How the Inflation Calculator works

  1. Choose whether you want the future cost of something priced today, or the value in today's money of an amount you will receive later.
  2. Enter the amount, the yearly inflation rate and the number of years.
  3. For future cost, the amount is multiplied by (1 + inflation) once for every year. For today's value, it is divided by the same factor.
  4. The calculator shows the rise in rupees and in percent, how much of the amount's buying power is lost, and the year-by-year path.
  5. It also shows how long prices take to double at your rate.

Inflation maths

Future cost = Amount today × (1 + i) ^ t
Worth today = Future amount ÷ (1 + i) ^ t
i = yearly inflation rate as a decimal (6% is 0.06)
t = number of years

Assumptions and limits

  • Inflation is one steady yearly rate. Real inflation moves up and down and differs by what you buy.
  • The rate is your input. Six percent is a cautious long-term planning figure at the top of RBI's 2–6% target band, not a forecast or an official statistic.
  • The calculator works on a single amount. It does not model salary growth or how your income may keep pace.
  • Values are in rupees and years; taxes and interest are not included.

Frequently asked questions

How do I calculate the future cost of something with inflation?

Multiply today's price by (1 + inflation rate) once for every year: Future cost = Price × (1 + i)^t. At 6% inflation, something that costs ₹1,00,000 today will cost about ₹1.79 lakh in 10 years. Enter your own amount, rate and years above to see the cost and the year-by-year rise.

What inflation rate should I use?

There is no single right answer. India's official measure is MoSPI's consumer price index (base year 2024 since January 2026). RBI aims for 4% within a band of 2% to 6%, and inflation has averaged a little under 5% since 2016, but school fees, medicine and rent can rise faster. 6% is a cautious middle choice, not a forecast. Check the latest CPI release on mospi.gov.in.

What does the real value of money mean?

Real value is what an amount can buy after prices have risen. ₹1,00,000 received in 10 years at 6% inflation has the buying power of only about ₹55,800 today. The face amount stays the same, but its real value falls. Planning in today's money keeps goals honest.

How does inflation affect my savings and FD returns?

Your real return is roughly your interest rate minus inflation. A deposit earning 7% before tax while prices rise 6% grows your buying power by under 1% a year, and by less after tax. If inflation is higher than the rate you earn, your money loses buying power even though the balance grows.

How long does it take for prices to double?

Divide 72 by the inflation rate for a quick estimate. At 6% prices double in about 12 years, and at 4% in about 18 years. This calculator works out the exact figure from your rate. It also means an expense of ₹50,000 a month today would need about ₹1 lakh a month after the doubling period.

Sources

Logic and rates last verified on .

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