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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%

Effective annual decay

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.

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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