Net Present Value (NPV) Calculator

Calculate net present value of future cash flows. Enter up to 20 periods with a discount rate to evaluate any investment or project decision.

$
%
Year 1
$
Year 2
$
Year 3
$
Year 4
$
Net Present Value
$8,564.99
Accept โ€” investment creates value
PV of Cash Flows
$58,564.99
Total Undiscounted
$75,000.00
Sum of all values
Profitability Index
1.17x
PI > 1 = value creating
Discounted Payback
3.4 years

Discounted Cash Flow Detail

PeriodCash FlowPresent ValueCumulative NPV
0 (Initial)-$50,000.00-$50,000.00-$50,000.00
1$15,000.00$13,636.36-$36,363.64
2$18,000.00$14,876.03-$21,487.60
3$20,000.00$15,026.30-$6,461.31
4$22,000.00$15,026.30$8,564.99
Planning notes, formulas, and examples

About the Net Present Value (NPV) Calculator

Net present value (NPV) is the gold standard for evaluating investment decisions. It takes all expected future cash flows โ€” both inflows and outflows โ€” discounts them to the present at an appropriate rate, and subtracts the initial investment. A positive NPV means the investment creates value; a negative NPV means it destroys value.

This calculator supports up to 20 cash flow periods with custom amounts for each. Enter your initial investment (as a negative cash flow), the expected cash flows for each period, and the discount rate. The tool computes the NPV, cumulative discounted cash flows, and shows which period achieves payback.

NPV is used by corporations for capital budgeting, by investors for valuing businesses, and by individuals for comparing financial options like rent-vs-buy, lease-vs-purchase, and education investment decisions. By translating all future amounts into their present-day equivalents, NPV reveals whether a project generates more value than it costs, accounting for the time value of money.

When This Page Helps

Unlike simpler metrics like payback period or ROI, NPV accounts for the time value of money and evaluates the entire stream of cash flows. It gives you a single dollar figure that represents the value an investment adds or destroys, making it the most theoretically sound decision tool in finance.

How to Use the Inputs

  1. Enter the initial investment amount (this is your upfront cost).
  2. Enter the annual discount rate.
  3. Add cash flows for each period โ€” positive for inflows, negative for outflows.
  4. Use the + button to add more periods or the x button to remove them.
  5. View the NPV, total undiscounted cash flows, and payback period.
  6. A positive NPV means the investment is worth pursuing at the given discount rate.
Formula used
NPV = -Initial Investment + Sum of [CF_t / (1 + r)^t] for t = 1 to n, where CF_t is the cash flow in period t and r is the discount rate.

Example Calculation

Result: NPV: $7,071

An initial investment of $50,000 followed by four years of positive cash flows ($15K, $18K, $20K, $22K) at a 10% discount rate yields an NPV of $7,071. Since NPV is positive, this investment creates value and should be accepted. The discounted payback occurs during year 3.

Tips & Best Practices

  • Use the company WACC as the discount rate for corporate projects.
  • A zero NPV means the investment earns exactly the discount rate โ€” neither creating nor destroying value.
  • When comparing mutually exclusive projects, choose the one with the highest NPV.
  • Be conservative with cash flow estimates โ€” optimistic assumptions lead to inflated NPVs.
  • Sensitivity analysis (testing different rates and cash flows) is more valuable than a single NPV number.
  • NPV assumes cash flows can be reinvested at the discount rate โ€” IRR assumes reinvestment at the IRR itself.

NPV in Corporate Capital Budgeting

Public companies use NPV as the primary tool for capital allocation decisions. When evaluating whether to build a new factory, launch a product, or acquire a competitor, finance teams estimate future cash flows, discount them at the company WACC, and accept projects with positive NPV. This disciplined approach maximizes shareholder value systematically.

NPV vs IRR โ€” When They Disagree

For independent projects (accept/reject decisions), NPV and IRR always agree: positive NPV corresponds to IRR above the discount rate. But for mutually exclusive projects, they can rank differently. NPV is the superior criterion because it correctly accounts for project scale and reinvestment assumptions.

Sensitivity Analysis Is Essential

A single NPV number is less useful than a range. Test your NPV at multiple discount rates (base case +/- 2%), with optimistic and pessimistic cash flow estimates, and over different time horizons. This reveals how sensitive the decision is to your assumptions and highlights the key risk drivers.

Sources & Methodology

Last updated:

Methodology

This calculator discounts each entered period cash flow back to period 0 using the stated annual discount rate and standard end-of-period timing. Net present value is the sum of those discounted cash flows minus the initial investment. The page also reports total undiscounted cash flow, profitability index (`PV of inflows / initial investment`), and discounted payback by interpolating within the first period where cumulative discounted cash flow turns positive.

It is a capital-budgeting worksheet, not a full project-finance model. It does not include taxes, salvage value, mid-period discounting, changing discount rates, or probability-weighted scenarios unless the user builds those into the cash-flow inputs manually.

Sources

  • 16.2 Net Present Value (NPV) Method (OpenStax Principles of Finance) โ€” Reference for the standard NPV decision rule and discounted-cash-flow framework used by the worksheet.
  • Compound Interest Calculator (Investor.gov / U.S. Securities and Exchange Commission) โ€” Official compounding reference for the present-value discounting mechanics behind the NPV calculation.

Frequently Asked Questions

  • A positive NPV means the investment is expected to generate returns above the discount rate, creating value for the investor. The NPV figure represents the dollar amount of value created in today's terms.