What this estimate uses
Current cost, Expected inflation, Time period.
Planning calculator
Understand how inflation can change the future cost of today’s expenses.
Future cost
—How it works
Inflation compounds annually at a constant rate. Real-world prices will vary by category.
This result is an educational estimate. Rates, taxes, fees, product rules, and market returns can change.
India-focused guide
Enter your own values above to see how inflation changes a future cost and the purchasing power of money. The live result separates the most important totals so you can compare scenarios before making a decision.
Current cost, Expected inflation, Time period.
Inflation compounds annually at a constant rate. Real-world prices will vary by category.
Detailed guide
The inflation calculator shows two related ideas: how much a cost may rise in the future and how much purchasing power a fixed amount of money may lose. Both use the same compounding assumption in opposite directions.
Inflation describes a broad rise in prices over time. If a cost grows at a constant annual inflation rate, each year’s increase applies to the already-increased amount from the previous year.
Personal inflation can differ from a broad consumer index because households spend different shares on housing, education, healthcare, transport and food. The selected rate is therefore a planning assumption.
FormulaFuture cost = current cost × (1 + annual inflation)^years
The future-cost column asks what the same expense may cost later. The purchasing-power column asks what a fixed ₹1 lakh held until that future year would be worth in today’s terms.
| Time period | Future cost of today’s ₹1 lakh expense | Purchasing power of ₹1 lakh |
|---|---|---|
| 5 years | ₹1.34 lakh | ₹74,726 |
| 10 years | ₹1.79 lakh | ₹55,839 |
| 20 years | ₹3.21 lakh | ₹31,180 |
Common questions
No. CPI measures a representative basket. Your experienced inflation depends on what you buy and how those particular prices change.
Inflation compounds. Every year’s reduction in purchasing power builds on the previous years, so the long-term effect is nonlinear.
Not necessarily. Education, healthcare, housing and general living costs can behave differently. Use rates appropriate to the scenario and test a range.
Continue planning