Refer to Example 10. The company wants to know how many hours to schedule in each department

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Refer to Example 10. The company wants to know how many hours to schedule in each department in order to produce 2,000 trick skis and 1,000 slalom skis. These production requirements can be represented by either of the following matrices:

Trick Slalom skis skis P = [2,000 1,000] Q 2,000 1,000 Trick skis Slalom skis

Using the labor-hour matrix L from Example 10, find PL or LQ, whichever has a meaningful interpretation for this problem, and label the rows and columns accordingly.


Data from Example 10

We can combine the time requirements for slalom and trick water skis into one matrix:

Trick ski Slalom ski Assembly department 5 hr 3 hr 1 hr_ Now suppose that the company has two manufacturingHow can we interpret the elements in these products? Let's begin with the product HL. The element 99 in theThis time, $60 is the labor cost for assembling a trick ski at the California plant and $10.50 is the labor

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Finite Mathematics For Business Economics Life Sciences And Social Sciences

ISBN: 9780134862620

14th Edition

Authors: Raymond Barnett, Michael Ziegler, Karl Byleen, Christopher Stocker

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