Inflation Calculator
Project the future cost of a current expense at an assumed inflation rate.
- Today's cost
- ₹50.00K
- Increase due to inflation
- ₹39.54K
Assumes a constant 6% annual inflation rate.
Independent · No commissions · No fund-house data — how the numbers are computed
How it works
This calculator projects what a given expense will cost in the future if prices rise at a steady annual rate. It compounds today's cost forward: at the default 6% inflation, an expense of ₹50,000 today becomes roughly ₹89,542 in 10 years — a 79% increase from compounding alone, with no change in what you are actually buying.
Inflation compounds exactly like an investment return, but against you. Each year's price rise applies to an already-risen price, so the effect accelerates over long horizons: at 6%, costs roughly double every 12 years. This is why inflation is the central assumption in any long-term plan — a retirement corpus that ignores it funds today's lifestyle, not the one that will actually be on sale in 30 years.
The single constant rate is the model's simplification. Real inflation varies year to year and by category — education, healthcare and rent have often outpaced the headline consumer price index, while electronics have fallen in price. The result is best read as a baseline: run the same expense at a couple of different rates to see how sensitive your plan is to the assumption.
Future cost = P × (1 + i)^nP is today's cost, i the assumed annual inflation rate (6% entered as 0.06), and n the number of years. Each year's increase compounds on the previous year's already-inflated cost.
Frequently asked questions
What inflation rate should I assume for India?
India's consumer price inflation averaged roughly 5% a year over the decade to 2025, and the RBI targets 4% CPI inflation within a 2–6% tolerance band. This calculator defaults to 6%, the upper edge of that band, which builds in a margin for long horizons and for personal expense baskets that inflate faster than the headline index. Any assumed rate is a planning input, not a forecast.
How much will ₹50,000 of expenses cost in 10 years?
At 6% annual inflation — this calculator's default — an expense of ₹50,000 today compounds to roughly ₹89,542 in 10 years, about a 79% rise. At 4% it would reach about ₹74,012, and at 8% about ₹1,07,946. The spread between those figures is why the inflation assumption matters as much as the expense itself in any long-term plan.
Does inflation compound like interest?
Yes. Each year's price increase applies to the previous year's already-inflated price, not the original one, so inflation follows the same compound-growth formula as an investment return — just working against purchasing power. A practical consequence: at 6% inflation, prices roughly double every 12 years (the rule of 72), so a 36-year horizon spans about three doublings, an eightfold rise in costs.
Why do education and healthcare costs rise faster than headline inflation?
Headline CPI is a weighted average across a full consumption basket, so individual categories can run well above or below it. Education and healthcare are service-heavy — their costs are dominated by wages, which tend to rise faster than goods prices — and demand for both keeps growing. Planners therefore often model such goals at a higher rate than general inflation, which is a rate this calculator lets you set directly.
What is the difference between nominal and real returns?
A nominal return is the headline growth rate of an investment; the real return is what remains after inflation, which is approximately the nominal return minus the inflation rate. An investment earning 10% while inflation runs at 6% grows purchasing power by only about 4% a year. Real returns are the figure that determines whether wealth is actually accumulating, since expenses inflate while the money compounds.
Go further
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