Calculate the net present value for each investment using a discount rate of 18 percent. Round intermediate calculations and the final answers to the nearest dollar. If the NPV is negative, enter your answer as a negative value. NPV Traditional equipment $fill in the blank Contemporary technology $fill in the blank 2. Calculate the net present value for each investment using a discount rate of 14 percent. Round intermediate calculations and the final answers to the nearest dollar. NPV Traditional equipment $fill in the blank Contemporary technology $fill in the blank 4. Now, assume that if the traditional equipment is purchased, the competitive position of the firm will deteriorate because of lower quality (relative to competitors who did automate). Marketing estimates that the loss in market share will decrease the projected net cash inflows by 50 percent for Years 3–10. Recalculate the NPV of the traditional equipment given this outcome using a discount rate of 14 percent. Round intermediate calculations and your final answer to the nearest dollar. What is the NPV now?
Sweeney Manufacturing has a plant where the equipment is essentially worn out. The equipment must be replaced, and Sweeney is considering two competing investment alternatives. The first alternative would replace the worn-out equipment with traditional production equipment; the second alternative uses contemporary technology and has computer-aided design and manufacturing capabilities. The investment and after-tax operating cash flows for each alternative are as follows:
Year |
Traditional Equipment |
Contemporary Technology |
0 | $(990,250) | $(3,998,000) |
1 | 591,150 | 192,500 |
2 | 394,650 | 398,750 |
3 | 209,100 | 591,550 |
4 | 209,100 | 801,600 |
5 | 209,100 | 801,600 |
6 | 209,100 | 801,600 |
7 | 209,100 | 1,007,000 |
8 | 209,100 | 1,991,100 |
9 | 209,100 | 1,991,100 |
10 | 209,100 | 1,991,100 |
The company uses a discount rate of 18 percent for all of its investments. The company's cost of capital is 14 percent.
The
Required:
1. Calculate the
NPV | |
Traditional equipment | $fill in the blank |
Contemporary technology | $fill in the blank |
2. Calculate the net present value for each investment using a discount rate of 14 percent. Round intermediate calculations and the final answers to the nearest dollar.
NPV | |
Traditional equipment | $fill in the blank |
Contemporary technology | $fill in the blank |
4. Now, assume that if the traditional equipment is purchased, the competitive position of the firm will deteriorate because of lower quality (relative to competitors who did automate). Marketing estimates that the loss in market share will decrease the projected net
What is the NPV now?
$fill in the blank



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