Present Value Calculator

Find what a future sum of money is worth today at a given discount rate.

Result

Present value
$6,139.13
Total discount
$3,860.87
Export:
Value today vs. discount
  • Present value$6,139.1361.4%
  • Discount (time value)$3,860.8738.6%

How present value works

Present value flips the usual growth question around. Instead of asking what a sum will grow into, it asks what a future payment is worth in today’s money. The idea rests on the time value of money: a dollar you receive years from now is worth less than a dollar in hand, because today’s dollar could be invested and earn a return in the meantime.

To discount the future amount, the calculator divides it by one plus the discount rate, compounded once for every year you wait. A higher rate or a longer wait pushes the present value down, because the money has more time and more opportunity to grow if you held it now.

Reading your result

The present value is the lump sum you would need today, invested at the chosen rate, to match the future amount you entered. The total discount is simply the future value minus that present value — it measures how much the waiting period costs you in opportunity terms.

The chart splits the future amount into the part that is worth something today and the part that is purely the time-value discount. As the years or the rate climb, the discount slice grows and the present-value slice shrinks.

Choosing a sensible discount rate

The discount rate is the most important and most subjective input. Pick it to reflect what your money could realistically earn elsewhere with similar risk.

  • For a low-risk comparison, use a safe yield such as a government bond or savings rate.
  • For a riskier payoff, use a higher rate that reflects the return you would demand to take that risk.
  • Be consistent: if your future value is in real (inflation-adjusted) terms, use a real discount rate too.
  • Try a range of rates to see how sensitive the answer is before relying on a single number.

Limits to keep in mind

This calculator assumes a single future payment, a fixed rate, and annual compounding. Real situations often involve a stream of payments, changing rates, taxes, or inflation that this simple model does not capture. Treat the result as a planning estimate, not financial advice; consult a qualified professional before making decisions that depend on it.

Formula

pv = FV / (1 + rate/100)ʸᵉᵃʳˢ

Frequently asked questions

What discount rate should I use?
Use the return you could otherwise earn on a comparable investment, or your required rate of return. A higher rate lowers the present value.