Week 1 2 The Build-Em-Fast Company has agreed to supply its best customer with three widgets during each of the next 3 weeks; even through producing them will require some overtime work. The relevant production data are as follows: 3 Maximum Production, Regular Time 2 3 1 Maximum Production, Overtime 2 2 2 Production Cost Per Unit, Regular Time $300 $500 $400 The cost per unit produced with overtime for each week is $100 more than for regular time. The cost of storage is $50 per unit for each week it is stored. There is already an inventory of two widgets in hand currently, but the company does not want to retain any widgets in inventory after the 3 weeks. Management wants to know how many units should be produced in each week to minimize the total cost of meeting the delivery schedule. 1. Formulate this problem as a transportation problem by constructing the appropriate parameter table.

Marketing
20th Edition
ISBN:9780357033791
Author:Pride, William M
Publisher:Pride, William M
Chapter19: Pricing Concepts
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Week
1
2
The Build-Em-Fast Company has agreed to supply its best customer with three widgets during
each of the next 3 weeks; even through producing them will require some overtime work. The
relevant production data are as follows:
3
Maximum
Production,
Regular Time
2
3
1
Maximum
Production,
Overtime
2
2
2
Production Cost
Per Unit,
Regular Time
$300
$500
$400
The cost per unit produced with overtime for each week is $100 more than for regular time. The cost
of storage is $50 per unit for each week it is stored. There is already an inventory of two widgets in
hand currently, but the company does not want to retain any widgets in inventory after the 3 weeks.
Management wants to know how many units should be produced in each week to minimize the total
cost of meeting the delivery schedule.
1. Formulate this problem as a transportation problem by constructing the appropriate
parameter table.
Transcribed Image Text:Week 1 2 The Build-Em-Fast Company has agreed to supply its best customer with three widgets during each of the next 3 weeks; even through producing them will require some overtime work. The relevant production data are as follows: 3 Maximum Production, Regular Time 2 3 1 Maximum Production, Overtime 2 2 2 Production Cost Per Unit, Regular Time $300 $500 $400 The cost per unit produced with overtime for each week is $100 more than for regular time. The cost of storage is $50 per unit for each week it is stored. There is already an inventory of two widgets in hand currently, but the company does not want to retain any widgets in inventory after the 3 weeks. Management wants to know how many units should be produced in each week to minimize the total cost of meeting the delivery schedule. 1. Formulate this problem as a transportation problem by constructing the appropriate parameter table.
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