Net Present Value Single
Calculator
Results
- Net present value
- $308.39
Results
| Net present value | 308.39 |
formula-map diagram
- Net present value
- $308.39
Formula breakdown
Formula
NPV = −Initial + Σ CF_t ÷ (1 + r)^t= 308.39
Note
This is a simplified financial model for educational purposes and does not constitute financial advice.
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See all →Frequently asked questions
What does a positive net present value indicate about a project?+
A positive NPV means the project's discounted future cash flows exceed the initial investment, suggesting it would create value above what you'd earn investing that money elsewhere at your chosen discount rate.
How is the discount rate chosen for this calculation?+
It typically reflects your required rate of return, cost of capital, or the return available on an alternative investment of similar risk, since NPV measures whether this project beats that opportunity cost after adjusting for the time value of money.
Why does the size of the initial investment matter beyond just the NPV figure?+
A project can have a high NPV but require a very large upfront investment, so it's often useful to also look at the NPV relative to investment size, or a companion metric like internal rate of return, to compare projects of different scales.
What happens to NPV if the discount rate increases?+
A higher discount rate reduces the present value of future cash flows more heavily, which lowers the calculated NPV — a project that looks attractive at a low discount rate can become unattractive once a higher required return is applied.
Does NPV account for risk directly?+
Not directly on its own — risk is typically incorporated indirectly through the discount rate, where riskier projects are evaluated using a higher required rate of return, which in turn lowers the present value of their expected future cash flows.