Find out how the value of money changes over time due to inflation.
An Inflation Calculator helps you understand how the value of money changes over time due to inflation. It tells you how much something that cost a certain amount in the past would cost today — or vice versa.
For example, if ₹1,000 in 2005 is worth ₹2,500 today, the calculator tells you that inflation has reduced your purchasing power significantly over time.
It’s a useful tool for:
- Budget planning
- Retirement forecasting
- Historical price comparison
- Understanding real value vs. nominal value
How Does Inflation Work?
Inflation is the rate at which the general level of prices for goods and services rises — and as a result, the purchasing power of money falls.
If inflation is 6% per year, then something that costs ₹100 today will cost ₹106 next year.
Inflation is influenced by:
- Money supply
- Government policies
- Demand & supply chain fluctuations
- International trade
- Oil prices and global economy
Understanding this helps you plan smarter for the future.
How to Use This Inflation Calculator?
Using our online inflation calculator is simple:
- Enter the base amount (e.g., ₹1,000)
- Choose the start year (e.g., 2005)
- Choose the end year (e.g., 2025)
- Click on Calculate
You’ll instantly see the adjusted value of your money, accounting for average inflation across those years.
✅ Note: This calculator uses average CPI-based inflation data for estimation purposes. Actual inflation may vary year to year.
Why Should You Care About Inflation?
Ignoring inflation is one of the biggest mistakes in personal finance. Here’s why:
- ₹1 lakh saved today may lose value if inflation is 6% annually and interest earned is only 4%.
- Salaries and investments should grow faster than inflation to build wealth.
- Long-term goals like education, house buying, and retirement need inflation-adjusted planning.
Our calculator helps you make better financial decisions with real-world impact.
Example Calculation
If you had ₹10,000 in 2000, how much would that be worth in 2025?
Let’s assume an average inflation rate of 6%. Using the formula:
Future Value = Present Value × (1 + Inflation Rate)^(Years)
The adjusted value would be:₹10,000 × (1.06)^25 ≈ ₹43,219
So, ₹10,000 in 2000 has the same buying power as ₹43,219 in 2025.
Pro Tip
Always consider real return (interest earned after adjusting for inflation).
For example:
- If your FD gives 7% return and inflation is 6%, your real return is only 1%.
Frequently Asked Questions (FAQs)
Q1: What data does this calculator use?
It uses average annual inflation rates based on Consumer Price Index (CPI) or government-published inflation benchmarks.
Q2: Is the inflation rate fixed or variable?
Inflation rates vary year-to-year. This tool uses an average rate for approximation.
Q3: Can I use this for other countries?
Currently, this calculator is optimized for India-based inflation trends, but can be adapted for global use.
Q4: Is this calculator accurate?
It provides a very close approximation, ideal for planning and financial education.
Related Tools You Might Like
- [Savings Calculator]
- [Retirement Planner]
- [Compound Interest Calculator]
- [Loan EMI Calculator]
These tools, along with the inflation calculator, help you take full control of your finances.