A machine is expected to save €5 000, €15 000, €18 000, €25 000 at the end of years 1 to 4, after which it is worthless. The required return is 8%. What is the most the company should pay for the machine today? Find PV.
NPV & IRR worksheet with answers
A project costs €30 000 today and returns €11 000, €7 000, €10 500, €5 000 at the end of years 1 to 4. Assume cash flows arrive evenly through each year. Find the payback period PB in years.
A machine costs €30 000 today. It generates €7 000 at the end of each year for 6 years and can then be sold for €6 000. The cost of capital is 12%. Find the net present value NPV.
A machine costs €80 000 today, lasts 6 years and costs €5 000 per year to run (paid at the end of each year). The cost of capital is 6%. Find its equivalent annual cost EAC.
A project costs €25 000 and returns €9 500, €18 500 at the end of years 1 to 2. Find its internal rate of return IRR in percent.
A project costs €10 000 and returns €5 500, €5 500 at the end of years 1 to 2. Find its internal rate of return IRR in percent.
Answer key
- 1. PV = 50154 €
- 2. PB = 3.3 years
- 3. NPV = 1820 €
- 4. EAC = 21269 €
- 5. IRR = 7.097 %
- 6. IRR = 6.596 %
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