Question: Homework:Homework 4-Linear Programming (ChMB) Question 5, Problem B.9 Brief Part 3 of 8 HW Score: 72.44%, 72.44 of 100 points Points: 0 of 8 Save

Homework:Homework 4-Linear Programming (ChMB)

Question 5, Problem B.9 Brief

Part 3 of 8

HW Score: 72.44%, 72.44 of 100 points

Points: 0 of 8

Save

Consider the following LP problem developed at Zafar Malik's Carbondale, Illinois, optical scanning firm:

Maximize

Z=

1X1+1X2

Subject to:

2X1+1X272

(C1)

1X1+2X272

(C2)

X1,X20

The optimum solution is:

X1

=

24.00

(round your response to two decimal places).

X2

=24.00

(round your response to two decimal places).

Optimal solution value Z =

(round your response to two decimal places).

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