Finance

Present Value Calculator

Discount a future amount back to today's value using an assumed annual rate and time horizon.

Last reviewed: April 30, 2026Free toolMethodology

Present Value Calculator

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These fields start with sample inputs. Keep them or replace them, then run the tool to show a fresh result.

Number fields accept plain values and common formatted input such as 250000, 250,000, or 1,234.56.

Result

Calculating the sample result.

Why it matters

Present value lets users compare money arriving at different times on a like-for-like basis, which is central to finance, investing, and project evaluation.

When to use

  • Comparing deferred payments
  • Evaluating project cash flows
  • Discounting a future target into today's terms

Inputs & Outputs

Inputs

  • Future value is the amount expected later.
  • Discount rate is the annual rate used to bring that amount back to present terms.
  • Years is the time between now and the future payment or value.

Outputs

  • Present value is the current equivalent of the future amount under the chosen discount rate.
  • Discount amount shows how much value is lost because the cash arrives later.

Discounting formula

Divide the future value by the discount factor raised to the number of years. The result expresses what that future amount is worth today under the rate you chose.

Present value = future value / (1 + rate)^years

Worked example

1

Deferred payment comparison

A business expects to receive 100,000 in five years and uses a 7% discount rate.

Inputs

  • Future value: 100,000
  • Discount rate: 7%
  • Years: 5

Steps

  • Present value = 100,000 / (1.07)^5

Result

  • The present value is about 71,299 under a 7% discount rate.

Edge cases & caveats

  • The chosen discount rate drives the result heavily.
  • This version handles a single future amount rather than a full cash-flow series.

Frequently Asked Questions

What discount rate should I use?

Use the rate that best reflects your opportunity cost, required return, or risk-adjusted hurdle for the scenario.

Why does present value fall as the discount rate rises?

Because a higher discount rate implies future cash is worth less in today's terms.

Keep going

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