Inflation makes the same basket of things cost more every year. See what today's amount will cost in the future, and what today's money will be worth in today's terms then.
| Year | Principal | Interest | Balance |
|---|
How much to invest monthly to reach a target corpus.
Recurring deposit — a fixed amount every month, compounded quarterly.
Public Provident Fund — yearly deposit, compounded annually (15-year lock-in).
Compare the New and Old regimes side by side (FY 2025-26). Enter deductions for the Old regime.
Systematic Withdrawal Plan — how long your corpus lasts while you draw a fixed amount each month.
Sukanya Samriddhi Yojana — deposit yearly for 15 years; matures in 21 years. Interest compounded annually, fully tax-free (EEE).
National Pension System — corpus at 60, then min 40% buys an annuity (pension).
Gratuity under the Payment of Gratuity Act = last salary (Basic + DA) × 15 ÷ 26 × years of service.
Estimate your monthly in-hand from annual CTC (New tax regime, standard assumptions).
How big a loan you may qualify for, from your income and existing EMIs (FOIR method).
What today's money will cost — and be worth — in the future.
Future cost = A × (1 + f)t · Real value = A ÷ (1 + f)t
₹1 lakh at 6% inflation for 10 years:
| Future cost of the same things | ₹1,79,085 |
|---|---|
| Today's ₹1 lakh will be worth | ₹55,839 |
What costs ₹1 lakh today would cost about ₹1,79,085 in 10 years at 6% inflation.
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PaisaCalc results are arithmetic estimates from the inputs you enter and the formulas shown. They are not financial, investment or tax advice; rates, rules and your own situation vary, so check with your bank, fund house or a qualified adviser before deciding.