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Inflation

Inflation Calculator

Calculate the future cost of today's money under a given inflation rate, and the real purchasing power of a future amount in today's terms. Useful for retirement planning, education-goal sizing, and any long-horizon financial decision.

Inflation Details

Direction
โ‚น
โ‚น1โ‚น100 Cr
%
0%20%
yrs
1 yr50 yrs

Future cost

โ‚น1,79,085

Future cost: โ‚น1,79,085

(โ‚น1,00,000 today will cost โ‚น1,79,085 in 10 years)

Cost increase

โ‚น79,085

Change %

79.08%

Annual inflation rate

6.00%

Inflation context

India's CPI inflation typically runs 4-7% per year (RBI target: 4% ยฑ 2%). Healthcare and education costs often inflate at 8-12% โ€” well above headline CPI. If you're planning for a child's college 15 years out, model at 10% โ€” not the CPI 6%.

Future cost over time

Drag sliders to explore different scenarios

6%
0%15%
10 yrs
1 yrs50 yrs

What-If Future Cost

โ‚น1,79,085

How It Works

Inflation is the rate at which the general price level rises year after year โ€” and equivalently, the rate at which a rupee in your hand today loses purchasing power. Modelling inflation matters for any goal that sits more than a few years out: retirement income, a child's college fees, a future home down-payment, or a real-return view of any investment.

Inflation formulas

Forward (today โ†’ future cost): FV = P ร— (1 + r)t

Reverse (future amount โ†’ today's value): PV = F / (1 + r)t

Where P = present amount, F = future amount, r = annual inflation rate as a decimal (6% โ†’ 0.06), and t = years.

Headline CPI vs category-specific inflation

The Reserve Bank of India targets headline CPI at 4% ยฑ 2%, and the long-run average has been around 5-6%. But the CPI basket is a blend โ€” and within it, education and healthcare have historically inflated much faster (often 8-12% per year). For category-specific goals, model the right rate: 6% for general lifestyle, 10% for college fees, 8-10% for healthcare. Using the headline 6% for everything under-budgets education and healthcare goals by a wide margin over 15-20 year horizons.

Nominal vs real returns

A 12% nominal return on an equity mutual fund at 6% inflation is approximately a 5.66% real return โ€” that's the actual rate at which your purchasing power grows. The exact formula (Fisher equation) is real = (1 + nominal) / (1 + inflation) โˆ’ 1. Long-horizon planning should always frame target corpus in real terms, then convert to nominal at the assumed inflation rate at withdrawal time.

Sources & method

Uses standard, published financial formulas. See how we calculate.

Frequently Asked Questions

This calculator uses the standard compound-growth formula FV = P ร— (1 + r)^t, where P is today's cost or amount, r is the annual inflation rate as a decimal, and t is the number of years. For example, โ‚น1,00,000 today at 6% inflation over 10 years becomes โ‚น1,00,000 ร— (1.06)^10 = โ‚น1,79,085. To find today's purchasing power of a future amount, the formula is inverted: PV = F / (1 + r)^t โ€” so โ‚น1,00,000 in 10 years at 6% inflation has the purchasing power of just โ‚น55,839 today.

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