Inflation Calculator
See what today's prices will become after years of inflation, and how much buying power money loses when it is kept as cash.
Cost of the same things in 10 years
Rs 215,892
- What today's amount will buy then
- Rs 46,319
- Prices rise by
- 115.89%
At 8% inflation a year, what costs Rs 100,000.00 today will cost about Rs 215,892.50 in 10 years. Kept as cash, Rs 100,000.00 will buy only what Rs 46,319.35 buys today.
How it's worked out
- Growth in prices
(1 + 8%)^10× 2.1589 - Future cost
Rs 100,000.00 × 2.1589Rs 215,892.50 - Buying power of today's money
Rs 100,000.00 ÷ 2.1589Rs 46,319.35
Year along the bottom, value in today's money up the side.
- Uses one steady average rate; real inflation changes year to year and differs by item.
The formula
Future cost = cost today × (1 + inflation)^years · Buying power = amount ÷ (1 + inflation)^years
Worked example
At 8% inflation a year, Rs 100,000 of shopping today will cost about Rs 199,900 in 9 years. Kept as cash, Rs 100,000 will then buy only what about Rs 50,000 buys today.
Questions people ask
How does inflation affect my money?
As prices rise, the same amount of cash buys less. At 8% a year, prices roughly double in 9 years, so cash keeps only about half its buying power.
What rate should I use?
Use the average inflation you expect. Pakistan's has swung widely in recent years, while the Gulf's has usually been low; a long-run average is more useful than a single year.
Is this the same as interest?
No. It calculates no interest or returns, only how rising prices change what money can buy.
About this calculator
Formula and rules last checked 25 October 2026Written and tested by the CalcPenguin teamReport a problem
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