2. The company is considering a project involving the purchase of new equipment. Change the data area of your worksheet to match the following: Use Exhibit 13B-1 and Exhibit 13B-2. (Use appropriate factor(s) from the tables provided.)
a. What is the net present value of the project? (Negative amount should be indicated by a minus sign. Round your present value factor to 3 decimals and round all other intermediate calculations to nearest whole dollar.)
c. The internal rate of return is between what two whole discount rates (e.g., between 10% and 11%, between 11% and 12%, between 12% and 13%, between 13% and 14%, etc.)?
d. Reset the discount rate to 17%. Suppose the salvage value is uncertain. How large would the salvage value have to be to result in a positive net present value?
Answer :
Step 1 Initial cash outlay = cost of equipment + working capital needed
= 180000 + 20000
= 200000
Step 2
Annual cash inflow
Sale revenue | 385000 |
Less cost of goods sold | -260000 |
Less Out of pocket expenses | -75000 |
Annual net cash inflow | 50000 |
Step 3
From present value table given,
Present value of annuity for $1 @ 17% for 5 years is 3.201
Present value factor for 4 th year @17% is 0.534
Present value factor for 5th year @17% is 0.456
Step 4
(a). We assume that working capital 20000 we be released at year end 5
Cash flows | Amount | Present value factors | Present value of cash flow |
Annual cash flow | 50000 | 3.201 | 160050 |
Overhaul cost at end of the year 4 | -15000 | 0.534 | -8010 |
Salvage value of equipment at the end of the year 5 | 35000 | 0.456 | 15960 |
Working capital release at the end of year 5 | 20000 | 0.456 | 9120 |
Present value of future cash flows | 177120 | ||
Less initial cash outlay | -200000 | ||
Net present value | -22880 |
(c). IRR is a discount rate at which NPV hets zero.
It requires various trials at different discount rates. Just put present value factors in format of answer (a) and check for different rates or we can calculate it by using excel formula "IRR".
IRR of the present case is 12.35%
It means internal rate of return is between 12% and 13% .
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