Please help quick. in 30 minutes. i need help. Workstation Processing Time Requirements, Per Unit of ProductProfit and Weekly Demand, by ProductProductProductAggregateCapacity (mins) workloadWorkstationABDAв сD5$ 75.00 $ 72.00 $ 45.00 $ 38.005.00 $ 5.00 $ 10.0040.00 $ 28.00V301552,400PriceTime required on eachworkstation (minutesrequired per unit of5515Materials $ 10.00 $102,400Margin$ 65.00 $ 67.00 $1020102,400Y10105Demand100production)2,40060808055102,400Amount to ProduceProfitQUESTION 3Using 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 4Using 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 -|

An Effective Process Time (EPT) approach is proposed for the structure of total models to address…

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 -

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

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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Question

Please help quick. in 30 minutes. i need help.

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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