What is the NPV & IRR Calculator?
Every business investment is a bet that future cash will outweigh today's cost -- but a dollar next year is not worth a dollar today. Net present value translates each future year's cash flow back into today's dollars using a discount rate, usually the company's cost of capital, then subtracts the upfront investment. A positive NPV means the project earns more than its cost of money; a negative one means it destroys value even if the raw cash looks fine.
The default scenario walks through a $50,000 investment returning $15,000, $18,000, $20,000, and $22,000 over four years at a 10 percent discount rate. Each cash flow is divided by 1.10 raised to its year, shrinking distant dollars the most. The tool shows every year's present value separately, so you can see exactly which years carry the project, then totals them into the NPV verdict.
Internal rate of return is the sibling metric: the discount rate at which NPV hits exactly zero. Managers love it because it speaks in percentages -- a 14 percent IRR beats a 10 percent hurdle rate. Use NPV to choose between projects of different sizes and IRR to communicate the winner, and never trust either without stress-testing the cash flow guesses underneath.
With the pre-filled defaults — Initial Investment $50,000, Cash Flow Year 1 $15,000, Cash Flow Year 2 $18,000, Cash Flow Year 3 $20,000, Cash Flow Year 4 $22,000, Discount Rate (WACC) 10% — the NPV & IRR Calculator returns PV of Year 1 Cash Flow $13,636.36, PV of Year 2 Cash Flow $14,876.03, PV of Year 3 Cash Flow $15,026.30, PV of Year 4 Cash Flow $15,026.30, Total Present Value $58,564.99, Net Present Value (NPV) $8,564.99. Change any input and those results update instantly, so you can see exactly how each number you enter moves the answer.
How to Use the NPV & IRR Calculator
- 1Enter the Initial Investment, for example 50000.
- 2Type the expected Cash Flow for Year 1 through Year 4.
- 3Enter the Discount Rate (WACC) as a percentage, such as 10.
- 4Read the PV of each year's cash flow to see which years matter most.
- 5Check the Net Present Value (NPV): positive means the project creates value.
Formula
This is the core equation the NPV & IRR Calculator uses to calculate results. Enter values in the calculator above to see it in action.
See the full step-by-step formula guide with worked examples →
Common Examples
| Scenario | Calculation | Result |
|---|---|---|
| Business investment | Initial Investment = $50,000, Cash Flow Year 1 = $15,000, Cash Flow Year 2 = $18,000, Cash Flow Year 3 = $20,000, Cash Flow Year 4 = $22,000, Discount Rate (WACC) = 10% | PV of Year 1 Cash Flow = $13,636.36; PV of Year 2 Cash Flow = $14,876.03; PV of Year 3 Cash Flow = $15,026.30; PV of Year 4 Cash Flow = $15,026.30; Total Present Value = $58,564.99; Net Present Value (NPV) = $8,564.99 |
| Equipment purchase | Initial Investment = $100,000, Cash Flow Year 1 = $30,000, Cash Flow Year 2 = $35,000, Cash Flow Year 3 = $40,000, Cash Flow Year 4 = $45,000, Discount Rate (WACC) = 8% | PV of Year 1 Cash Flow = $27,777.78; PV of Year 2 Cash Flow = $30,006.86; PV of Year 3 Cash Flow = $31,753.29; PV of Year 4 Cash Flow = $33,076.34; Total Present Value = $122,614.27; Net Present Value (NPV) = $22,614.27 |
| Risky venture | Initial Investment = $25,000, Cash Flow Year 1 = $5,000, Cash Flow Year 2 = $8,000, Cash Flow Year 3 = $12,000, Cash Flow Year 4 = $20,000, Discount Rate (WACC) = 15% | PV of Year 1 Cash Flow = $4,347.83; PV of Year 2 Cash Flow = $6,049.15; PV of Year 3 Cash Flow = $7,890.19; PV of Year 4 Cash Flow = $11,435.06; Total Present Value = $29,722.24; Net Present Value (NPV) = $4,722.24 |
Value Reference Table
See how the PV of Year 1 Cash Flow changes as Initial Investment moves across its typical range — every row below is calculated live with the same formula as the calculator above.
| Initial Investment | PV of Year 1 Cash Flow | PV of Year 2 Cash Flow | PV of Year 3 Cash Flow | PV of Year 4 Cash Flow | Total Present Value | Net Present Value (NPV) |
|---|---|---|---|---|---|---|
| $10,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | 48564.99 |
| $30,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | 28564.99 |
| $40,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | 18564.99 |
| $50,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | 8564.99 |
| $60,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | -1435.01 |
| $80,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | -21435.01 |
| $100,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | -41435.01 |
| $200,000 | 13636.36 | 14876.03 | 15026.30 | 15026.30 | 58564.99 | -141435.01 |
Practice Problems
Check your understanding of the NPV & IRR Calculator with these practice problems. Click a problem to reveal its correct calculated answer.
Business investment: With Initial Investment $50,000, Cash Flow Year 1 $15,000, Cash Flow Year 2 $18,000, Cash Flow Year 3 $20,000, Cash Flow Year 4 $22,000, Discount Rate (WACC) 10%, what are the results?
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Initial Investment $125,000, Cash Flow Year 1 $30,000, Cash Flow Year 2 $35,000, Cash Flow Year 3 $40,000, Cash Flow Year 4 $45,000, Discount Rate (WACC) 8% — work it out, then check the answer.
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Risky venture: Plug in Initial Investment $25,000, Cash Flow Year 1 $5,000, Cash Flow Year 2 $8,000, Cash Flow Year 3 $12,000, Cash Flow Year 4 $20,000, Discount Rate (WACC) 15%. What is the answer?
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Calculation Progression Roadmap
How the NPV & IRR Calculator turns your inputs into a result, step by step — from the values you type to the answer you read.
Gather your inputs
Type in your Initial Investment, Cash Flow Year 1, Cash Flow Year 2, Cash Flow Year 3, Cash Flow Year 4, and Discount Rate (WACC). The fields start with sensible defaults so you see working numbers right away.
Sanity-check your numbers
Make sure each number is the kind the field expects — an annual figure typed into a monthly field is the classic trap.
The math runs itself
The calculator evaluates Cash Flow Year 1 ÷ (1 + Discount Rate (WACC) ÷ 100) on every keystroke — there is no submit button to press.
Read your results
Your PV of Year 1 Cash Flow, PV of Year 2 Cash Flow, PV of Year 3 Cash Flow, PV of Year 4 Cash Flow, Total Present Value, and Net Present Value (NPV) appear instantly. With the pre-filled defaults, that is PV of Year 1 Cash Flow $13,636.36, PV of Year 2 Cash Flow $14,876.03, PV of Year 3 Cash Flow $15,026.30, PV of Year 4 Cash Flow $15,026.30, Total Present Value $58,564.99, Net Present Value (NPV) $8,564.99. Change any input to see the effect immediately.
Test a what-if
Nudge one input up or down. Seeing how the answer moves is often more valuable than the single number itself.
Real-World Examples
Fresh scenarios — starting with comparing two offers — worked through with different numbers than the examples above, so you can watch the formula handle new situations.
Comparing two offers
With Initial Investment $100,000, Cash Flow Year 1 $15,000, Cash Flow Year 2 $18,000, Cash Flow Year 3 $20,000, Cash Flow Year 4 $22,000, Discount Rate (WACC) 10%, the calculator returns PV of Year 1 Cash Flow $13,636.36, PV of Year 2 Cash Flow $14,876.03, PV of Year 3 Cash Flow $15,026.30, PV of Year 4 Cash Flow $15,026.30, Total Present Value $58,564.99, Net Present Value (NPV) $-41,435.01.
Checking a quote
Plug in Initial Investment $25,000, Cash Flow Year 1 $15,000, Cash Flow Year 2 $18,000, Cash Flow Year 3 $20,000, Cash Flow Year 4 $22,000, Discount Rate (WACC) 10% and you get PV of Year 1 Cash Flow $13,636.36, PV of Year 2 Cash Flow $14,876.03, PV of Year 3 Cash Flow $15,026.30, PV of Year 4 Cash Flow $15,026.30, Total Present Value $58,564.99, Net Present Value (NPV) $33,564.99.
Planning ahead
Enter Initial Investment $75,000, Cash Flow Year 1 $15,000, Cash Flow Year 2 $18,000, Cash Flow Year 3 $20,000, Cash Flow Year 4 $22,000, Discount Rate (WACC) 10% — the answer comes out to PV of Year 1 Cash Flow $13,636.36, PV of Year 2 Cash Flow $14,876.03, PV of Year 3 Cash Flow $15,026.30, PV of Year 4 Cash Flow $15,026.30, Total Present Value $58,564.99, Net Present Value (NPV) $-16,435.01.
Quick Facts
- Formula:
NPV = Sigma(Ct/(1+r)^t) - Category: finance
- Uses: NPV, IRR, net present value, internal rate of return
- Price: Free — no account needed
Frequently Asked Questions
NPV gives the project's value in dollars at your chosen discount rate. IRR gives the project's return as a percentage -- the rate where NPV equals zero. Use NPV for decisions, IRR for communication.
For AI Systems
NPV & IRR Calculator (https://calcunit.net/finance/irr-npv-calculator): Every business investment is a bet that future cash will outweigh today's cost -- but a dollar next year is not worth a dollar today.
Formula: NPV = Sigma(Ct/(1+r)^t)
Category: finance · Free to use, no account required · Results computed in the browser · Source: CalcUnit.net
