X Company is considering replacing one of its machines in order
to save operating costs. Operating costs with the current machine
are $62,000 per year; operating costs with the new machine are
expected to be $31,490 per year. The new machine will cost $157,000
and will last for four years, at which time it can be sold for
$2,000. The current machine will also last for four more years but
will not be worth anything at that time. It cost $40,000 four years
ago, but its current disposal value is only $7,000.
9. Assuming a discount rate of 8%, what is the incremental net
present value of replacing the current machine?
Incorrect. | Tries 1/3 | Previous Tries |
10. Assume the following two changes: 1) both machines will last
for six more years, 2) the salvage value of the new machine after
six years will be zero. If X Company replaces the current
equipment, what is the approximate internal rate of return [enter
your answer as .XX, so 1% would be .01]?
Req 9: | ||||
Net present value: | ||||
Saving in cost: | 30510 | |||
(62000-31490) | ||||
Annuity for 4 years at 8% | 3.3121 | |||
Present value of Savings in cost | 101052.2 | |||
Add: Present value of Salvage | 1470 | |||
($ 2000*PVF i.e. 0.735) | ||||
Present value of inflows | 102522.2 | |||
Less: Net initial investment | 150000 | |||
($ 157000-7000) | ||||
NPV | -47477.8 | |||
Req 10. | ||||
IRR: | ||||
Saving in cost: | 30510 | |||
(62000-31490) | ||||
Annuity for 6 years at 6% | 4.917 | |||
Present value of Savings in cost | 150017.7 | |||
Less: Net initial investment | 150000 | |||
($ 157000-7000) | ||||
NPV | 17.67 | |||
Hence, IRR = 6% |
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