In: Finance
Johnny’s Lunches is considering purchasing a new, energy-efficient grill. The grill will cost $33,000 and will be depreciated straight-line over 3 years. It will be sold for scrap metal after 5 years for $8,250. The grill will have no effect on revenues but will save Johnny’s $16,500 in energy expenses. The tax rate is 30%. Required: a. What are the operating cash flows in each year? b. What are the total cash flows in each year? c. Assuming the discount rate is 10%, calculate the net present value (NPV) of the cash flow stream. Should the grill be purchased?
rate positively ..
ans a) | What are the operating cash flows in each year | |||||
Saving in cost = | 16,500 | |||||
Less | Depreciation = | 11000 | ||||
33,000/3 | ||||||
Earning before tax | 5,500 | |||||
Tax @ 30% | 1650 | |||||
Net income | 3,850 | |||||
Operating cashflow | 14,850 | |||||
Ans = | 14,850 | |||||
Ans b) | What are the total cash flows in each year | |||||
Year | Investment | Operating cash flow | Post tax salvage value | Total cash flow | ||
0 | -33000 | -33000 | ||||
1 | 14,850 | 14850 | ||||
2 | 14,850 | 14850 | ||||
3 | 14,850 | 5775 | 20625 | |||
Post tax salvage value= 8,250*(1-30%) | ||||||
Ans c) | NPV computation | |||||
Year | Total cash flow | PVIF @ 10% | present value | |||
0 | -33000 | 1 | $ (33,000.00) | |||
1 | 14850 | 0.909091 | $ 13,500.00 | |||
2 | 14850 | 0.826446 | $ 12,272.73 | |||
3 | 20625 | 0.751315 | $ 15,495.87 | |||
NPV | $ 8,268.60 | |||||
Ans d) | Since NPV is positive therefore yes grill be purchased |