SOLUTION: Solve the following linear programming problem using the corner-point method.
Maximize: P = 3X + 54Y
Subject to: 4X + 4Y </= 48
1X + 2Y </= 20
Y >/= 2
X, Y >/= 0
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-> SOLUTION: Solve the following linear programming problem using the corner-point method.
Maximize: P = 3X + 54Y
Subject to: 4X + 4Y </= 48
1X + 2Y </= 20
Y >/= 2
X, Y >/= 0
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Question 1131670: Solve the following linear programming problem using the corner-point method.
Maximize: P = 3X + 54Y
Subject to: 4X + 4Y
1X + 2Y
Y >/= 2
X, Y >/= 0 Answer by Fombitz(32388) (Show Source):
You can put this solution on YOUR website! Your information is confusing.
You have and .
I'll assume
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Putting them together,
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Check the function for a maximum at each of the three vertices,
(0,10)
(10,2)
(4,8)
I'll do one, you do the other two,
So at (0,10),
Now do the same for the other two.
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