Workstation Processing Time Requirements, Per Unit of Product Profit and Weekly Demand, by Product Product Product C Aggregate Capacity (mins) workload Workstation B D A B D $ 75.00 $ 72.00 $ Materials s 10.00 $ 5.00 $ V 30 5 15 Price 45.00 $ 38.00 5.00 $ 10.00 $ 65.00 $ 67.00 $ 40.00 $ 28.00 2,400 Time required on each workstation (minutes 2,400 10 15 10 20 10 2,400 Margin required per unit of production) 2,400 Y 10 10 Demand 60 80 80 100 10 2,400 Amount to Produce Profit QUESTION 3 Using lab 6 part 2, if there was unlimited capacity at each workstation, what would the weekly profit be? (Use format: $12,345 with no decimal places) QUESTION 4 Using lab 6 part 2, what would be the minimum required capacity at each workstation to maximize weekly profit? (Round answers to the nearest whole number) Workstation V - Workstation W - Workstation X - Workstation Y- Workstation Z -

Practical Management Science
6th Edition
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Author:WINSTON, Wayne L.
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Chapter2: Introduction To Spreadsheet Modeling
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Workstation Processing Time Requirements, Per Unit of Product
Profit and Weekly Demand, by Product
Product
Product
Aggregate
Capacity (mins) workload
Workstation
A
B
D
A
в с
D
5
$ 75.00 $ 72.00 $ 45.00 $ 38.00
5.00 $ 5.00 $ 10.00
40.00 $ 28.00
V
30
15
5
2,400
Price
Time required on each
workstation (minutes
required per unit of
5
5
15
Materials $ 10.00 $
10
2,400
Margin
$ 65.00 $ 67.00 $
10
20
10
2,400
Y
10
10
5
Demand
100
production)
2,400
60
80
80
5
5
10
2,400
Amount to Produce
Profit
QUESTION 3
Using lab 6 part 2, if there was unlimited capacity at each workstation, what would the weekly profit be? (Use format: $12,345 with no decimal places)
QUESTION 4
Using lab 6 part 2, what would be the minimum required capacity at each workstation to maximize weekly profit? (Round answers to the nearest whole number)
Workstation V -|
Workstation W -|
Workstation X -|
Workstation Y -|
Workstation Z -|
Transcribed Image Text:Workstation Processing Time Requirements, Per Unit of Product Profit and Weekly Demand, by Product Product Product Aggregate Capacity (mins) workload Workstation A B D A в с D 5 $ 75.00 $ 72.00 $ 45.00 $ 38.00 5.00 $ 5.00 $ 10.00 40.00 $ 28.00 V 30 15 5 2,400 Price Time required on each workstation (minutes required per unit of 5 5 15 Materials $ 10.00 $ 10 2,400 Margin $ 65.00 $ 67.00 $ 10 20 10 2,400 Y 10 10 5 Demand 100 production) 2,400 60 80 80 5 5 10 2,400 Amount to Produce Profit QUESTION 3 Using lab 6 part 2, if there was unlimited capacity at each workstation, what would the weekly profit be? (Use format: $12,345 with no decimal places) QUESTION 4 Using lab 6 part 2, what would be the minimum required capacity at each workstation to maximize weekly profit? (Round answers to the nearest whole number) Workstation V -| Workstation W -| Workstation X -| Workstation Y -| Workstation Z -|
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