Calculate the future cost of today's money, or its future purchasing power, based on an assumed annual inflation rate.
Inflation is the persistent rise in the general price level of goods and services over time, which directly reduces the purchasing power of your money. A monthly household budget of ₹50,000 today will require substantially more money in 10, 20, or 30 years to maintain the exact same standard of living. This calculator performs two essential financial projections: first, the future cost required to buy today’s basket of goods; second, the future purchasing power of a fixed rupee sum if stored without growth. Use this tool to set realistic targets for retirement corpora, higher education funds, healthcare expenses, and long-term financial goals in India.
Projects future cost of living based on compound inflation: Future Cost = Amount × (1 + r/100)^t.
Calculates the depreciated real purchasing value of uninvested cash savings over time.
Supports long-term financial modeling from 1 year to 50+ years.
Enables modeling general CPI (5-7%) or specialized baskets like higher education/medical (8-10%).
Displays future cost and degraded money value simultaneously in clear Indian Rupee formatting.
At 6% annual inflation, a monthly living expense of ₹50,000 today will escalate to ₹1,19,828 per month in 15 years to sustain the same lifestyle.
Higher education inflation in India often averages 8% to 10%. A college course costing ₹25 Lakh today will cost ₹62,99,098 in 12 years.
If ₹10 Lakh in cash is kept in a zero-interest safe for 20 years at 6% inflation, its purchasing power diminishes to just ₹3,11,805 in today’s terms.
Calculate compound annual growth rate between two values.
Estimate your retirement corpus and required monthly SIP.
Calculate compound interest with adjustable compounding frequency.
Estimate SIP mutual fund returns over time, in years or months, with a growth chart.
Compare flat-rate and reducing-balance interest, monthly or yearly, with charts.