Consider the independent investment projects in the table below.
MARR=9% per year.
Project Cash
Flows
n A B C
0 -$250 -$120 $135
1 $50 $70 -$45
2 $50 $70 -$45
3 $50 $70 -$45
4 -$125 $30
5 $500 $30
6 $500
MARR=13% per year.
(a) For a MARR of 9%, compute the net present worth for each project, and determine the acceptability of each project. Select the correct choices from the drop-down menus below and fill in the answer boxes to complete your answer. (Round to the nearest cent.)
Project |
PW |
Is acceptable? |
|
---|---|---|---|
A |
$_____? |
▼ No Yes |
Project A
PW = -250 + 50(P/A,9%,3) -125(P/F,9%,4) + 500(P/F,9%,5) + 500(P/F,9%,6)
Using Discrete compound interest factor tables
PW = -250 + 50(2.531) -125(0.7084) + 500(0.6499) + 500(0.5963)
PW = $411.1
Project B
PW = -120 + 70(P/A,9%,3) + 300(P/F,9%,4) + 300(P/F,9%,5)
Using Discrete compound interest factor tables
PW = -120 + 70(2.531) + 300(0.7084) + 300(0.6499)
PW = $464.66
Project C
PW = 135 - 45(P/A,9%,3)
Using Discrete compound interest factor tables
PW = 135 - 45(2.531)
PW = 21.11
Project |
PW ($) |
Is Acceptable [Yes\No] |
A |
411.1 |
Yes |
B |
464.66 |
Yes |
C |
21.11 |
Yes |
Since all the projects have a positive PW all are acceptable.
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