Reference no: EM132753200

This is what I got for the NPV as I believe the 100k salvage would needed to be added in fr year 10.

NPV of Machine 1 is $347,802 

NPV of Machine 2 is $792,287 

If something is wrong, can it please be shown to me so I understand.

Below is the questions:

A manufacturer is considering two alternative machine replacements. Machine 1 costs $1 million with an expected life of 5 years and will generate after-tax cash flows of $350,000 a year. At the end of 5 years, the salvage value on Machine 1 is zero, but the company will be able to purchase another Machine 1 for a cost of $1.2 million. The replacement Machine 1 will generate after-tax cash flows of $375,000 a year for another 5 years. At that time its salvage value will also be zero. The manufacturer's second option is to buy Machine 2 at a cost of $1.5 million today. Machine 2 will produce after-tax cash flows of $400,000 a year for 10 years, and after 10 years it will have an after-tax salvage value of $100,000. The cost of capital for both machines is 12%.

1. What is the NPV for both machine 1 and for machine 2?
2. Which machine will have the highest NPV for the firm?
3. Please explain how the selection of the machine with the highest NPV will increase the value of the firm.
4. If the manufacturer chooses the machine that adds the most value to the firm, by how much will the company's value increase?