Present Value Calculator
Discount a future amount back to today's money.
Future Amount
Present Value
Why discounting matters
$10,00,000 received 10 years from now is worth only about $5,50,000 today at a 6% discount rate. The higher the rate or the longer the wait, the less a future amount is worth now.
Present Value FAQ
On this page
Present Value Calculator — what is future money worth today?
A dollar you'll receive in 10 years is not worth a dollar today. Present value (PV) discounts future money back to today's dollars using a discount rate — the core of investing, bond pricing and fair-valuation thinking.
The discounting concept
PV = FV ÷ (1 + r)^n, where r is the monthly equivalent of your discount rate and n the number of periods.
If you need $50,00,000 in 12 years at 8%, today's value is about $19,60,000 — that's the lump sum to invest now.
Higher discount rates shrink present values sharply; that's why high-risk investments are 'cheaper' in present-value terms.
Where PV is used in real life
Bond pricing: a bond's price is the PV of its future coupons and face value.
Business valuation: a company's value is the PV of its future free cash flows.
Personal decisions: compare a 'higher EMI later' vs 'lower EMI now' by discounting.
How to use this calculator
- Enter the future amount you will receive or need.
- Input the annual discount (interest) rate.
- Set the number of years.
- Choose the compounding frequency.
- Read today's present value and the total discount.
Pro tips
- For retirement goals, discount the inflated future expense — not today's cost.
- Use your opportunity cost (what your money could earn elsewhere) as the rate.
- A lower discount rate means you need a bigger investment today — be honest about the rate.