Cullumber Incorporated management is considering investing in
two alternative production systems. The systems are mutually
exclusive, and the cost of the new equipment and the resulting cash
flows are shown in the accompanying table. The firm uses a 9
percent discount rate for their production systems.
Year | System 1 | System 2 | |||||
0 | -$15,100 | -$42,300 | |||||
1 | 15,100 | 30,800 | |||||
2 | 15,100 | 30,800 | |||||
3 | 15,100 | 30,800 |
What are the payback periods for production systems 1 and 2?
(Round answers to 2 decimal places, e.g.
15.25.)
Payback period of System 1 is years and Payback period of System 2 is years. |
Ivanhoe Incorporated management is considering investing in two
alternative production systems. The systems are mutually exclusive,
and the cost of the new equipment and the resulting cash flows are
shown in the accompanying table. The firm uses a 7 percent discount
rate for production system projects.
Year | System 1 | System 2 | |||||
---|---|---|---|---|---|---|---|
0 |
-$13,800 | -$43,800 | |||||
1 |
13,800 | 30,900 | |||||
2 |
13,800 | 30,900 | |||||
3 |
13,800 | 30,900 |
Calculate NPV. (Enter negative amounts using negative
sign, e.g. -45.25. Do not round discount factors. Round answers to
2 decimal places, e.g. 15.25.)
NPV of System 1 is $enter the NPV of System 1 in dollars rounded to 2 decimal places and NPV of System 2 is $enter the NPV of System 2 in dollars rounded to 2 decimal places . |
(1)
For System 1,
Payback period = initial investment/annual net cash flow
= $15100/$15100
= 1 year
for System 2,
Payback period = initial investment/annual net cash flow
= $42300/$30800
= 1.37 year
(2)
For System 1,
Net present value = present value of annual net cash flow - initial investment
= ($13800 x 2.62432) - $13800
= $36215.62 - $13800
= $22415.62
Where,
PVAF(7%, 3) = 2.62432
For System 2,
Net present value = present value of annual net cash flow - initial investment
= ($30900 x 2.62432) - $43800
= $81091.49 - $43800
= $37291.49
Where,
PVAF(7%, 3) = 2.62432
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