Question
In: Statistics and Probability
Kumar Sports wants to determine the number of Adult and school footballs to produce in order...
Kumar Sports wants to determine the number of Adult and school
footballs to produce in order to maximize profit over the next
planning horizon. Constraints affecting the production are the
production capacities in three departments: Cutting and Dyeing;
sewing; and inspection and packaging. For the planning period 340
hours of cutting and dyeing time, 420 hours of sewing time, and 200
hours of inspection and packaging time are available. The amount of
resources each football type requires is given below
Departments Adult School
Cutting and Dyeing 12 minutes 6
minutes
Sewing 9 minutes 15 minutes
Inspection and Packaging 6 minutes 6
minutes
Adult footballs provide a profit of $5 per unit and School footballs provide a profit of $4 per unit. Clearly specify the decision variables, and then formulate this problem as an LPP but do not solve!
Solutions
orchestra answered 2 years agoRelated Solutions
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Question 1 Speedy Sports manufactures footballs and has the capacity to produce 80,000 balls per year....
Question 1
Speedy Sports manufactures footballs and has the capacity to
produce 80,000 balls per year. Budgeted information for the current
year is as follows:
Expected sales (80,000 units) $400,000
Direct Materials $ 100,000
Direct Labour $ 80,000
Manufacturing overhead $ 120,000
They have been approached by a major football team, PSB United,
with a request for a special order of 10,000 balls. Because of the
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Question 1 Speedy Sports manufactures footballs and has the capacity to produce 80,000 balls per year....
Question 1
Speedy Sports manufactures footballs
and has the capacity to produce 80,000 balls per year. Budgeted
information for the current year is as follows:
Expected sales (80,000 units)
$400,000
Direct Materials
$
100,000
Direct Labour
$
80,000
Manufacturing overhead
$
120,000
They have been approached by a major
football team, PSB United, with a request for a special order of
10,000 balls. Because of the large order being placed, PSB are only
willing to pay $4 per ball for...
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