Inflation Calculator — Future Cost & Purchasing Power
Two different questions, one tool: what will today's expense cost you later, or what is a fixed sum of money really worth after inflation erodes it? Pick a mode below.
📈 Future Cost of an Expense
💡 Result
Disclaimer: This calculator is for educational purposes only and does not constitute financial advice. It assumes a constant inflation rate, which real inflation rarely follows exactly. Actual future costs and purchasing power will vary. Consult a licensed financial advisor for personal planning decisions.
Future Cost vs Purchasing Power — Two Sides of the Same Coin
Mode A — Future Cost: You have a recurring expense or goal today (school fees, a wedding budget, your monthly lifestyle cost). This mode tells you what that same thing will cost in the future, so you can plan and save for the real number, not today's number.
Mode B — Purchasing Power: You're holding a fixed sum that isn't growing — cash, a low-interest account, an insurance payout. This mode tells you what that fixed sum will actually be able to buy in the future, in today's terms, after inflation quietly erodes it.
Both use the identical compounding formula, just applied in opposite directions — one grows a future cost, the other shrinks a fixed sum's real value.
The Formulas
Future Cost = Today's Amount × (1 + Inflation)ⁿ
Real Purchasing Power = Fixed Amount ÷ (1 + Inflation)ⁿ
Where n is the number of years. The Rule of 70 estimates doubling/halving time: Years to Halve ≈ 70 ÷ Inflation Rate(%).
Worked Example
You spend ₹50,000/month today. At 6% inflation over 10 years: Future Cost = 50,000 × (1.06)10 = ₹89,542 — nearly 79% more than today, for the exact same lifestyle.
Conversely, if you kept ₹50,000 in cash instead of spending it, in 10 years at 6% inflation it would only buy what ₹27,919 buys today — a real purchasing power loss of over 44%.
How Inflation Rate Changes the Outcome (₹50,000 today, 10 years)
| Inflation Rate | Future Cost | Purchasing Power of ₹50,000 | Years to Halve |
|---|---|---|---|
| 4% | ₹74,012 | ₹33,778 | 17.5 years |
| 6% | ₹89,542 | ₹27,919 | 11.7 years |
| 8% | ₹1,07,946 | ₹23,160 | 8.75 years |