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Inflation Calculator

What today's money will be worth later, and what a future cost equals in today's terms.

Planning

Inputs

Results

Future cost of the same basket
₹179,085
Purchasing power of the money
₹55,839
₹100,000 will buy this much
Value lost to inflation
₹44,161
44.2%
Cost increase
79.1%
Money halves in
11.7 years
Return needed just to break even
6.00%

Formula

  • Future cost = Amount × (1 + inflation)^years
  • Purchasing power = Amount / (1 + inflation)^years
  • Loss of value = Amount − purchasing power
  • Halving time ≈ 70 / inflation rate

Inflation works exactly like compound interest, but against you. Two figures matter: what something costing X today will cost later (the future cost), and what X held in cash will buy later (the purchasing power). Any savings rate below inflation guarantees a real loss even when the nominal balance rises.

Step-by-step Calculation

  1. 1.Inflation factor(1 + 6%)^101.7908
  2. 2.Future cost100,000 × factor₹179,085
  3. 3.Purchasing power100,000 / factor₹55,839

Assumptions

  • Constant average inflation
  • General CPI basket; healthcare and education inflate faster

Money Tips

  • Use 6% for India and 2–3% for developed markets as long-run planning defaults.
  • Education and healthcare goals should be modelled at 8–10%.

Warnings

  • Cash and low-yield deposits lose real value every year at these rates.

References & Standards

CPI (Consumer Price Index) methodologyFisher relation

Results are planning estimates generated in your browser. Nothing you enter is uploaded or stored. Verify material decisions with your lender, adviser or chartered accountant.

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