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Asked Nov 15, 2019
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Hi, how would I go about solving this problem and what would the solution be?

Solve the linear programming problem. (If there is no solution, enter NO SOLUTION.)
z 2x y
Maximize
Subject to
x y s 156
5x y s 200
y 48
x, y z 0
The maximum value of z is
at
(x, y)
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Solve the linear programming problem. (If there is no solution, enter NO SOLUTION.) z 2x y Maximize Subject to x y s 156 5x y s 200 y 48 x, y z 0 The maximum value of z is at (x, y)

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Expert Answer

Step 1

Given

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Maximize z 2x + y subject to xy<156 5x+ y 200 y 248 x,y20

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Step 2

First we draw the graph of the lines

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x+y156 when x 0, we get y 156 when y 0, we get x 156 :. The line passes through the points (0,156) and (156,0) 5x y 200 when x 0, we get y 200 when y 0, we get x= 40 :. The line passes through the points (0, 200) and (40 ,0) And y 48 is a horizontal line passing throuh the point (0,48)

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Step 3

Now the grap...

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(0, 200) 200야 (11,145) (0, 156) (30 .4, 48) |(156, 0) (0, 48) 200 (40, 0) -200 0 -200 Activate Wi

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