In: Finance
PC Shopping Network may upgrade its modem pool. It last upgraded 2 years ago, when it spent $130 million on equipment with an assumed life of 5 years and an assumed salvage value of $15 million for tax purposes. The firm uses straight-line depreciation. The old equipment can be sold today for $80 million. A new modem pool can be installed today for $150 million. This will have a 3-year life and will be depreciated to zero using straight-line depreciation. The new equipment will enable the firm to increase sales by $25 million per year and decrease operating costs by $10 million per year. At the end of 0 years, the new equipment will be worthless. Assume the firm’s tax rate is 35% and the discount rate for projects of this sort is 10%.
a. What is the net cash flow at time 0 if the old equipment is replaced? (Negative amounts should be indicated by a minus sign. Do not round intermediate calculations. Enter your answer in millions rounded to 2 decimal places.)
b. What are the incremental cash flows in years 1, 2, and 3? (Do not round intermediate calculations. Enter your answer in millions rounded to 2 decimal places.)
c. What are the NPV and IRR of the replacement project? (Do not round intermediate calculations. Enter the NPV in millions rounded to 2 decimal places. Enter the IRR as a percent rounded to 2 decimal places.)
| 
 1-  | 
 cost of old equipment  | 
 -130  | 
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| 
 accumulated depreciation till today =(130-15)/5 = 23*2 = 46  | 
 -46  | 
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| 
 book value today =130-46  | 
 -84  | 
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| 
 less selling price  | 
 80  | 
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| 
 loss on sale of equipment  | 
 -4  | 
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| 
 tax benefit on loss on sale of equipment  | 
 1.4  | 
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| 
 sale proceeds with tax benefits = 80+1.4  | 
 81.4  | 
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| 
 cost of new equipment  | 
 -150  | 
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| 
 less sale value of old equipment with tax benefit  | 
 81.4  | 
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| 
 net cash outflow  | 
 -68.6  | 
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| 
 2-  | 
 Year  | 
 incremental annual savings =(25+10)  | 
 less incremental depreciation (50-23) =150/3 = 50  | 
 operating annual saving  | 
 after tax annual saving = 35% of operatin annual saving  | 
 net operating cash flow = after tax saving+ incremental depreciation  | 
 present value of annual operating cash flow = cash flow/(1+r)^n r= 10%  | 
| 
 1  | 
 35  | 
 27  | 
 8  | 
 5.2  | 
 32.2  | 
 29.27273  | 
|
| 
 2  | 
 35  | 
 27  | 
 8  | 
 5.2  | 
 32.2  | 
 26.61157  | 
|
| 
 3  | 
 35  | 
 27  | 
 8  | 
 5.2  | 
 32.2  | 
 29.27273  | 
|
| 
 sum of present value of cash flow  | 
 85.15702  | 
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| 
 cash outflow  | 
 -68.6  | 
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| 
 NPV  | 
 16.55702  | 
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| 
 3-  | 
 Year  | 
 annual operating cash flow  | 
|||||
| 
 0  | 
 -68.6  | 
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| 
 1  | 
 32.2  | 
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| 
 2  | 
 32.2  | 
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| 
 3  | 
 32.2  | 
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| 
 IRR = IRR function in MS excel =irr(-68.6,32.2,32.2,32.2)  | 
 19.28%  |