In: Accounting
U3 Company is considering three long-term capital investment
proposals. Each investment has a useful life of 5 years. Relevant
data on each project are as follows.
Project Bono | Project Edge | Project Clayton | |||||
---|---|---|---|---|---|---|---|
Capital investment | $164,800 | $180,250 | $202,000 | ||||
Annual net income: | |||||||
Year 1 | 14,420 | 18,540 | 27,810 | ||||
2 | 14,420 | 17,510 | 23,690 | ||||
3 | 14,420 | 16,480 | 21,630 | ||||
4 | 14,420 | 12,360 | 13,390 | ||||
5 | 14,420 | 9,270 | 12,360 | ||||
Total | $72,100 | $74,160 | $98,880 |
Depreciation is computed by the straight-line method with no
salvage value. The company’s cost of capital is 15%. (Assume that
cash flows occur evenly throughout the year.)
Your answer is partially correct. Try again. |
|
Compute the net present value for each project. (Round answers to 0 decimal places, e.g. 125. If the net present value is negative, use either a negative sign preceding the number eg -45 or parentheses eg (45). For calculation purposes, use 5 decimal places as displayed in the factor table provided.)
Project Bono | Project Edge | Project Clayton | |||||
---|---|---|---|---|---|---|---|
Net present value | $-5975 | $ -7531 | $2887 (wrong) |
Your answer is incorrect. Try again. |
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Compute the annual rate of return for each project.
(Hint: Use average annual net income in your computation.)
(Round answers to 2 decimal places, e.g.
10.50%.)
Project Bono | Project Edge | Project Clayton | |||||
---|---|---|---|---|---|---|---|
Annual rate of return | 0.4375 % (wrong) % | 0.4114 % (wrong) % | 0.4847 % (wrong) % |
Net present value | ||||
Depreciation = 164800/5 = 32960 | ||||
project bono | ||||
year | cash inflow | pvf@15% | present value | |
1 | 47380 | 0.86957 | 41200 | |
2 | 47380 | 0.75614 | 35825.9132 | |
3 | 47380 | 0.65752 | 31153.2976 | |
4 | 47380 | 0.57175 | 27089.515 | |
5 | 47380 | 0.49718 | 23556.3884 | |
total | 158825.1142 | |||
investment | -164800 | |||
net present value | -5974.8858 | |||
Project Edge | ||||
Depreciation = 180250/5 = 36050 | ||||
year | cash inflow | pvf@15% | present value | |
1 | 54590 | 0.86957 | 47469.57 | |
2 | 53560 | 0.75614 | 40498.86 | |
3 | 52530 | 0.65752 | 34539.53 | |
4 | 48410 | 0.57175 | 27678.42 | |
5 | 45320 | 0.49718 | 22532.20 | |
total | 172718.56 | |||
investment | -180250 | |||
net present value | -7531.44 | |||
project Clayton | ||||
depreciation = 202000/5 =40400 | ||||
year | cash inflow | pvf@15% | present value | |
1 | 68210 | 0.86957 | 59313.04 | |
2 | 64090 | 0.75614 | 48461.01 | |
3 | 62030 | 0.65752 | 40785.97 | |
4 | 53790 | 0.57175 | 30754.43 | |
5 | 52760 | 0.49718 | 26231.22 | |
total | 205545.67 | |||
investment | -202000 | |||
net present value | 3545.67 | |||
Annual rate of return | ||||
project bono = 14420/(164800/2) = 17.5% | ||||
project edge = (74160/5)/(180250/2) = 16.46% | ||||
project clayton = (98880/5)/(202000/2) = 19.58% | ||||
Rank | ||||
project | cash payback | net present value | annual rate of return | |
Bono | 3 | 2 | 2 | |
Edge | 2 | 3 | 3 | |
Clayton | 1 | 1 | 1 | |
the best project is Clayton | ||||
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