In: Finance
The Eaton Company is a national manufacturer of consumer goods and is looking at purchasing a new computer system that will result in a reduction in total operating costs. The purchase cost of the computer system is $540,000. This cost will be fully depreciated using the straight line method over the equipment’s 5 year life. At the end of the 5th year, the company plans on selling the computer equipment. While it is unknown at this time how much the equipment can be sold for, management has assigned $80,000 as its potential salvage value. The company’s accounting policy is not to subtract salvage value from the purchase cost for purposes of calculating depreciation expense. Management believes that the new computer system can save the firm $170,000 per year in pre-tax operating costs. Equally important is that these cost savings can be considered the same as incremental revenues for the firm. In addition, the computer system requires an initial investment in net working capital of $29,000 which is assumed to be recovered or paid back at the end of the 5th year. The company’s tax rate is 34% and its required return on all new capital expenditures is 10%. There are no incremental new expenses to consider.
Question: Calculate the NPV and IRR for this project. Do you accept or reject this project?
Professor’s Note - To properly do this, you will need to create several schedules as follows: 1. Prepare the Pro – Forma Income Statement 2. Calculate the Annual Operating Cash Flow 3. Calculate the After Tax Salvage Value 4. Create a chart showing the Project’s Annual Cash Flows for Year 0 through Year 5. 5. Calculate NPV and IRR. Show the keystrokes you used
1- | proforma Income statement | ||||||
Incremental revenue | 170000 | ||||||
less annual depreciation =540000/5 | 108000 | ||||||
operating profit | 62000 | ||||||
less taxes-34% | 21080 | ||||||
after tax profit | 40920 | ||||||
2- | annual operating cash flow | ||||||
after tax profit | 40920 | ||||||
add depreciation | 108000 | ||||||
annual operating cash flow | 148920 | ||||||
3- | after tax salvage value | salvage value*(1-tax rate) | 80000*(1-.34) | 52800 | |||
4- | annual cash flow | ||||||
5- | Year | 0 | 1 | 2 | 3 | 4 | 5 |
cost of computer | -540000 | ||||||
Investment in working capital | -29000 | ||||||
annual operating cash flow | 148920 | 148920 | 148920 | 148920 | 148920 | ||
add after tax salvage value | 52800 | ||||||
recovery of working capital | 29000 | ||||||
net operating cash flow or cash flow | -569000 | 148920 | 148920 | 148920 | 148920 | 230720 | |
present value of cash flow = net operating cash flow/(1+r)^n r = 10% | K701/1.1^0 | L701/1.1^1 | M701/1.1^2 | N701/1.1^3 | O701/1.1^4 | P701/1.1^5 | |
present value of cash flow = net operating cash flow/(1+r)^n r = 10% | -569000 | 135381.8182 | 123074.3802 | 111885.8002 | 101714.364 | 143259 | |
NPV = sum of present value of cash flow | SUM(K704:P704) | 46315.32993 | |||||
IRR = Using IRR function in MS excel | IRR(K701:P701) | 12.94% | |||||
Yes we shall accept the project as its NPV is greater than 0 and IRR is more than required return of 10% |