Inflation Calculator India: Value of Rupee, Past vs Present

Find out what something will cost in future at any inflation rate, or compare the rupee between financial years 2013-14 and 2024-25 using India's official CPI. Free, no sign-up, and it runs in your browser.

Default 5.1% = India's average CPI inflation from 2013-14 to 2024-25. Enter any rate for another country or scenario.
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Purchasing power–
Cumulative price rise–
Value lost to inflation–

Year-by-year table

Data: All-India Consumer Price Index (Combined: rural + urban), base year 2012=100, financial-year averages, from the Economic Survey 2025-26, Statistical Appendix Table 4.3 (NSO, MoSPI). Last data point: 2024-25 = 193. From January 2026 MoSPI publishes CPI on a new base (2024=100), which is not directly comparable, so this series stops at 2024-25.

How the inflation calculator works

Inflation is the rate at which prices rise, so the same money buys less each year. This calculator has two modes. Future cost answers "what will something that costs this much today cost in N years?" and "what will today's money be worth then?". Past value uses India's official Consumer Price Index (CPI) to convert an amount from one financial year into another, for example to compare a salary in 2013-14 with its equivalent in 2024-25.

The currency selector only changes how numbers are shown. Future-cost mode works for any country: enter that country's expected inflation rate. Past-value mode always uses India's CPI.

Formula with a worked example

Prices compound like interest, just in the wrong direction for your savings:

Future cost = Amount × (1 + r)n and Purchasing power = Amount ÷ (1 + r)n

Example: at 5.1% a year, something that costs ₹1,00,000 today will cost about ₹1,64,447 in 10 years and ₹2,70,430 in 20 years. Put the other way, ₹1,00,000 kept in cash for 10 years will buy only what ₹60,810 buys today, a loss of 39% of its value. At 6% the 10-year cost rises to ₹1,79,085.

A quick mental check is the rule of 72: divide 72 by the inflation rate to get the years it takes prices to double. At 5.1%, prices double in about 14 years.

Past value with India CPI

Equivalent value = Amount × CPI(to year) ÷ CPI(from year).

CPI averaged 112 in 2013-14 and 193 in 2024-25. So ₹1,000 in 2013-14 is equivalent to about ₹1,723 in 2024-25: prices rose 72.3% in total, or 5.07% a year on average. Going backwards, ₹1 lakh in 2024-25 had the buying power of about ₹58,031 in 2013-14.

Since 2019-20, just before the pandemic, prices have risen 32.2% (5.7% a year): ₹50,000 then is like ₹66,096 in 2024-25.

About the CPI data

The figures are yearly averages of the All-India CPI (Combined), base 2012=100, published by the National Statistics Office (MoSPI) and reproduced in the Economic Survey 2025-26 Statistical Appendix, Table 4.3. The default rate of 5.1% is the compound annual growth of this index from 2013-14 to 2024-25 (5.07%, rounded to one decimal).

The last full data point is 2024-25. The table gives 193 as the average of months for 2024-25; 192 is the last-month (March) index, not a revised annual average. This tool uses 193. Because the published index values are whole numbers, results can differ by up to about 1% from calculations using unrounded data. From January 2026, MoSPI moved CPI to a new base year of 2024=100. The old and new series are not directly comparable, so this tool does not join them.

Using inflation in your planning

Goals: inflate the cost of a future goal (a child's education, a car, retirement expenses) before you work out how much to save. Education and healthcare costs often rise faster than overall CPI, so test a higher rate too.

Real returns: a fixed deposit paying 7% when inflation is 5.1% grows your purchasing power by only about 1.8% a year, and less after tax. Compare tax-free options such as the PPF calculator.

Salary: to check whether a raise beats inflation, convert your old salary with the past-value mode, then compare it with what the CTC to in-hand calculator says you will take home now.

The Reserve Bank of India targets CPI inflation of 4%, within a band of 2% to 6%. Actual inflation has often been higher than 4%, which is why the historical average is used as the default.

Inflation Calculator India: frequently asked questions

How do I calculate the future value of money with inflation?

Multiply today's amount by (1 + inflation rate) raised to the number of years. At 5.1% a year, ₹1,00,000 today becomes about ₹1,64,447 in 10 years. To find what today's money will be worth, divide instead: ₹1,00,000 will have the buying power of about ₹60,810 in today's terms.

What is the average inflation rate in India?

Using the official CPI (Combined, base 2012=100), consumer prices rose from an index of 112 in 2013-14 to 193 in 2024-25, an average of about 5.07% a year. This calculator uses 5.1% as its default. The RBI's target is 4%, with a tolerance band of 2% to 6%.

What is ₹1,000 from 2013-14 worth in 2024-25?

Using India's CPI, ₹1,000 in 2013-14 is equivalent to about ₹1,723 in 2024-25, the latest year in this data. Prices rose about 72% over those 11 years.

Why does the historical data stop at 2024-25?

In 2026 India moved its CPI to a new base year (2024=100). The new series is not directly comparable with the old 2012=100 series, so this tool uses the old series only, up to 2024-25, the last full financial year. Use the future-cost mode with a rate of your choice for later years.

Can I use this inflation calculator for other countries?

Yes, in the future-cost mode. Pick your currency symbol and enter your country's inflation rate, and the maths works the same way. The past-value mode uses India's CPI only, so it is meaningful only for Indian rupee amounts.

How do I calculate the inflation rate between two years?

Divide the later CPI by the earlier CPI, raise the result to the power 1 ÷ number of years, and subtract 1. For example, India's CPI went from 112 in 2013-14 to 193 in 2024-25, an average of about 5.07% a year. Choose Past value above and pick any two financial years to get this average inflation rate for India automatically.

What is purchasing power?

Purchasing power is how much an amount of money can actually buy. When prices rise, the same amount buys less, so its purchasing power falls. This calculator shows what a sum held for several years will be worth in today's money.