(35 points: manually solve using both NPW, aka PW and AW methods) Three mutually
ID: 1103425 • Letter: #
Question
(35 points: manually solve using both NPW, aka PW and AW methods) Three mutually exclusive investment alternatives for implementing an office automation plan in an engineering design firm are being considered. Each alternative meets the same service (support) requirements, but they differ in capital investment and annual cost savings. The study period is 10 years and useful life of all three alternatives is also 10 years. Market values of all alternatives are assumed to be zero at the end of their useful lives. If the firm's MARR is 10% per year, which alternative must be selected in view of following estimates? 1. Alternative Capital Investment S390,000 S660,000 S167,000 S133,500Explanation / Answer
Find the PW and AW of all alternatives
Alternative A
PW = -390,000 + 69000(P/A, 10%, 10) = -390,000 + 69000*6.14457 = 33,975
AW = PW (A/P, 10%, 10) = 33,975*0.16275 = 5,529.
Alternative B
PW = -920,000 + 167,000(P/A, 10%, 10) = -920,000 + 167000*6.14457 = 106,143
AW = PW (A/P, 10%, 10) = 106,143*0.16275 = 17,274
Alternative C
PW = -660,000 + 133,500(P/A, 10%, 10) = -660,000 + 133,500*6.14457 = 160,300
AW = PW (A/P, 10%, 10) = 160,300*0.16275 = 26,088
Note that PW of C > PW of B > PW of A
Also AW of C > AW of B > AW of A
Hence we must select alternative C.
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