Present value is today’s worth of a future sum, discounted at an assumed rate. PV = FV ÷ (1 + r)^n, where r is the discount rate per period and n is the number of years.

Use an opportunity cost: expected return on a similar-risk investment. For conservative goal planning, many Indians use 6–8% (debt-like) or 10–12% (equity-like). Higher discount rate → lower PV.

If you need ₹10 lakh in 10 years, PV tells how much to invest today at your assumed return. Pair with SIP calculator when investing monthly instead of a lump sum.

Discounting at a nominal rate gives PV in today’s rupees if the future value is nominal too. For real (inflation-adjusted) planning, align discount rate and future amounts consistently.

PV is a standard time-value-of-money concept used in mutual fund factsheets, insurance illustrations and bond pricing. SEBI requires clear disclosure of assumptions in regulated product illustrations.

PV of a positive future cash flow is positive for normal discount rates. This calculator returns zero for invalid inputs (non-positive years or amounts).

Enter future amount, years and discount/expected return rate. PV tells today’s lump sum that could grow to the goal if the rate is earned. Actual investments may under- or outperform.

Higher discount rates lower present value (you assume money grows faster). Conservative planners often use lower rates. Choose a rate consistent with your asset mix; this is education, not advice.