A bicycle component manufacturer produces hubs for bike wheels. Two processes are possible for manufacturing. Assume that the daily demand for hubs allows all​ defect-free hubs to be sold.​ Additionally, tested or rejected hubs cannot be sold. Find the process that maximizes profit per day if each part is made from ​$4 worth of material and can be sold for ​$32. Both processes are fully​ automated, and variable overhead cost is charged at the rate of ​$39 per hour.                                                                                                Process 1    Process 2 Production rate 36 ​parts/hour 15 ​parts/hour Daily production time 4 ​hours/day 8 ​hours/day Percent of parts rejected based on visual inspection 22​% 10​%

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A bicycle component manufacturer produces hubs for bike wheels. Two processes are possible for manufacturing. Assume that the daily demand for hubs allows all​ defect-free hubs to be sold.​ Additionally, tested or rejected hubs cannot be sold. Find the process that maximizes profit per day if each part is made from ​$4 worth of material and can be sold for ​$32. Both processes are fully​ automated, and variable overhead cost is charged at the rate of ​$39

per hour.   

                                                                                            Process 1    Process 2

Production rate
36
​parts/hour
15
​parts/hour
Daily production time
4
​hours/day
8
​hours/day
Percent of parts rejected based on visual inspection
22​%
10​%
 
 
 

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Part 1
The profit per day for Process 1 is
​(Round to the nearest​ cent.)
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