GRAPHICAL METHOD: A store wants to liquidate 200 of its shirts and 100 pairs of pants from last season. They have decided to put together two offers, A and B. Offer A is a package of one shirt and a pair of pants which will sell for $30. Offer B is a package of three shirts and a pair of pants, which will sell for $50. The store does not want to sell less than 20 packages of Offer A and less than 10 of Offer B. How many packages of each do they have to sell to maximize the money generated from the promotion? Attach the PDF or JPEG file of the solution made. *

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter5: Network Models
Section5.5: Shortest Path Models
Problem 34P
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GRAPHICAL METHOD: A store wants to liquidate 200 of its shirts and 100
pairs of pants from last season. They have decided to put together two
offers, A and B. Offer A is a package of one shirt and a pair of pants which
will sell for $30. Offer B is a package of three shirts and a pair of pants,
which will sell for $50. The store does not want to sell less than 20
packages of Offer A and less than 10 of Offer B. How many packages of
each do they have to sell to maximize the money generated from the
promotion? Attach the PDF or JPEG file of the solution made. *
Transcribed Image Text:GRAPHICAL METHOD: A store wants to liquidate 200 of its shirts and 100 pairs of pants from last season. They have decided to put together two offers, A and B. Offer A is a package of one shirt and a pair of pants which will sell for $30. Offer B is a package of three shirts and a pair of pants, which will sell for $50. The store does not want to sell less than 20 packages of Offer A and less than 10 of Offer B. How many packages of each do they have to sell to maximize the money generated from the promotion? Attach the PDF or JPEG file of the solution made. *
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