Find the net present value, internal rate of return, and payback period of an investment from its expected cash flows.
| Year | Cash flow | Discount factor | Present value | Cumulative PV |
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Net present value is the sum of all of an investment's future cash flows, each discounted back to today's value, minus the initial investment. It answers a simple but important question: is this investment worth more today, in present-value terms, than what it costs to make? A positive NPV means the investment is expected to add value; a negative NPV means it's expected to destroy value, even if the raw, undiscounted cash flows look large.
This calculator finds NPV from your initial investment, a discount rate, and the cash flows you expect in each future year, along with three other standard metrics used alongside it: IRR, payback period, and profitability index.
Money available today is worth more than the same amount received in the future, because today's money can be invested and start earning a return immediately, and because future cash flows carry risk and uncertainty. Discounting converts each future cash flow into its equivalent value in today's dollars, using the formula Present Value = Cash Flow ÷ (1 + rate)^year, so that cash flows from different years can be fairly compared and summed together.
The discount rate should reflect the return you could reasonably expect from an alternative investment of similar risk, often called the cost of capital or required rate of return. A higher discount rate makes future cash flows worth less today, which lowers NPV, reflecting greater risk or a higher bar for what counts as a worthwhile investment. There's no universally correct rate, it depends on your specific situation, risk tolerance, and alternative opportunities.
It means the investment is expected to return less than your required rate of return, in present-value terms, you'd generally be better off putting your money into an alternative with at least that rate of return instead.
NPV and IRR can occasionally rank two different investments differently, especially when they have very different cash flow sizes or timing. In most textbook guidance, NPV is considered the more reliable metric for decision-making when the two disagree, since it directly measures value added in dollar terms rather than a percentage rate.
Yes, enter a negative number for any year where you expect a net cash outflow rather than inflow, the calculator handles negative yearly cash flows correctly in both the NPV and IRR calculations.
Generally yes, when comparing similar-sized investments, but IRR alone doesn't account for the total scale of value created, a small investment with a very high IRR might still create less total value than a larger investment with a more modest IRR, which is one reason NPV is often preferred for final decisions.