Drain Your Brain, a local video arcade, is considering the addition of a new virtual reality system. Several different vendors have been contacted. The owner of the arcade, affectionately referred to by patrons as Wizard, has narrowed his selection to one of three choices (mutually exclusive alternatives). The data below describes the three systems under evaluation. Annual costs are based on electricity consumed, replacement parts based on use, and preventive maintenance. Revenue estimates are provided by the vendors based on regional data and relative thrill as compared to other arcade games and a cost of $1.00 per play. a) Which method (PW, AW, FW, IRR) would be best (easiest) to use to select the preferred alternative? b) What is the implicit study period for this problem?  c) Which alternative should be selected when MARR is 15%? (AWA=$ ?)

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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Drain Your Brain, a local video arcade, is considering the addition of a new virtual reality system. Several different vendors have been contacted. The owner of the arcade, affectionately referred to by patrons as Wizard, has narrowed his selection to one of three choices (mutually exclusive alternatives). The data below describes the three systems under evaluation. Annual costs are based on electricity consumed, replacement parts based on use, and preventive maintenance. Revenue estimates are provided by the vendors based on regional data and relative thrill as compared to other arcade games and a cost of $1.00 per play.

a) Which method (PW, AW, FW, IRR) would be best (easiest) to use to select the preferred alternative?

b) What is the implicit study period for this problem? 

c) Which alternative should be selected when MARR is 15%? (AWA=$ ?)

 

System A
System B
System C
Initial costs
$13,000
$11,000
$5,700
$10,000
$1,500
$16,000
$6,100
$11,000
$1,000
Annual costs
$7,200
Annual revenues
$12,200
Salvage value at end of useful life
$1,000
Useful life
5 years
6 years
4 years
Transcribed Image Text:System A System B System C Initial costs $13,000 $11,000 $5,700 $10,000 $1,500 $16,000 $6,100 $11,000 $1,000 Annual costs $7,200 Annual revenues $12,200 Salvage value at end of useful life $1,000 Useful life 5 years 6 years 4 years
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