Inflation Calculator
Enter an amount and an inflation rate to see what the same thing will cost in future, and what today’s money will actually be worth by then.
Last updated
What it will cost in 20 years
₹3,20,714
₹2,20,714 more than today, at 6% inflation
Rising costs
- Cost today
- ₹1,00,000
- Cost in 20 years
- ₹3,20,714
- Increase
- ₹2,20,714
Falling purchasing power
- What ₹1,00,000 will buy in 20 yearsIn today’s money.
- ₹31,180
- Purchasing power lost
- −₹68,820
- This uses a single constant inflation rate. Real inflation varies year to year and differs sharply by category — education and healthcare have typically risen faster than the headline index.
How this calculator works
Inflation is the rate at which money loses purchasing power. It is measured in India by the Consumer Price Index, and the monetary policy framework sets an inflation target with a tolerance band around it.
The calculation runs in both directions, because they answer different questions. Multiplying by (1 + rate) each year tells you what something will cost. Dividing instead tells you what today’s money will be worth. The first matters when planning a future expense; the second matters when judging whether a long-term investment is actually growing.
The compounding is the part that surprises people. At 6%, prices roughly double every twelve years. A ₹50 lakh house today would cost about ₹1.6 crore in twenty years, and ₹1 lakh today would buy about ₹31,000 worth of goods by then.
This is why the real return on an investment matters far more than the nominal one. A fixed deposit earning 7% while inflation runs at 6% is preserving purchasing power, not building wealth — and once tax is deducted from the 7%, it may not even do that.
The formula
Future cost
Future cost = present cost × (1 + inflation)ⁿ
Future purchasing power of today’s money
Future value in today’s money = amount ÷ (1 + inflation)ⁿ
Real return on an investment
Real return ≈ ((1 + nominal) ÷ (1 + inflation) − 1) × 100
Subtracting inflation from the nominal return is a close approximation at low rates. This formula is exact.
Worked example: ₹1 lakh at 6% inflation over 20 years
Consider an expense of ₹1,00,000 today and 6% average annual inflation over twenty years.
| Cost today | ₹1,00,000 |
|---|---|
| Inflation factor (1.06)²⁰ | 3.2071 |
| Cost in 20 years | ₹3,20,714 |
| Increase | ₹2,20,714 |
| What ₹1,00,000 will buy in 20 years | ₹31,180 |
| Purchasing power lost | ₹68,820 |
Prices more than triple while the same rupees buy less than a third as much. A deposit earning 7% over the same period would grow ₹1 lakh to about ₹3.87 lakh — ahead of inflation before tax, and roughly level with it afterwards for someone in a high bracket.
Things worth knowing
- A single constant rate is a simplification. Real inflation fluctuates and varies sharply by category — education and healthcare have historically risen faster than the headline index.
- Your personal inflation rate depends on what you actually spend on. Someone paying school fees and medical bills experiences higher inflation than the published number suggests.
- When planning a long-term goal, inflate the target first, then work out what you need to invest. Planning for today’s cost of a goal twenty years away almost guarantees a shortfall.
- Compare investments on real returns after tax, not nominal returns. A 7% deposit taxed at 30% returns about 4.9%, which is below a 6% inflation rate.
- Salary increments need to beat inflation before they represent a real raise. A 5% increment in a 6% inflation year is a pay cut in purchasing power.
Frequently asked questions
What inflation rate should I assume for planning?
How does inflation affect my savings?
What is the difference between nominal and real return?
Does inflation affect loans too?
Sources
Every figure on this page is traceable to the official source below. If a source has changed since the date shown, please tell us and we will correct it.
- Reserve Bank of India — monetary policy and inflation target · Last verified 9 August 2026
- Ministry of Statistics and Programme Implementation — Consumer Price Index · Last verified 9 August 2026
The official CPI series used to measure retail inflation.