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    Finite Mathematics
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    Exam 3: Linear Programming: a Geometric Approach
  5. Question
    Solve the Linear Programming Problem by the Method of Corners
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Solve the Linear Programming Problem by the Method of Corners

Question 98

Question 98

Multiple Choice

Solve the linear programming problem by the method of corners. Minimize Solve the linear programming problem by the method of corners. Minimize   subject to         A)  x = 25; y = 5; P = 125 B)  x = 0; y = 25; P = 125 C)  x = 10; y = 5; P = 35 D)  x = 0; y = 25; P = -125 E)  x = 25; y = 5; P = -125 subject to Solve the linear programming problem by the method of corners. Minimize   subject to         A)  x = 25; y = 5; P = 125 B)  x = 0; y = 25; P = 125 C)  x = 10; y = 5; P = 35 D)  x = 0; y = 25; P = -125 E)  x = 25; y = 5; P = -125 Solve the linear programming problem by the method of corners. Minimize   subject to         A)  x = 25; y = 5; P = 125 B)  x = 0; y = 25; P = 125 C)  x = 10; y = 5; P = 35 D)  x = 0; y = 25; P = -125 E)  x = 25; y = 5; P = -125 Solve the linear programming problem by the method of corners. Minimize   subject to         A)  x = 25; y = 5; P = 125 B)  x = 0; y = 25; P = 125 C)  x = 10; y = 5; P = 35 D)  x = 0; y = 25; P = -125 E)  x = 25; y = 5; P = -125 Solve the linear programming problem by the method of corners. Minimize   subject to         A)  x = 25; y = 5; P = 125 B)  x = 0; y = 25; P = 125 C)  x = 10; y = 5; P = 35 D)  x = 0; y = 25; P = -125 E)  x = 25; y = 5; P = -125


A) x = 25; y = 5; P = 125
B) x = 0; y = 25; P = 125
C) x = 10; y = 5; P = 35
D) x = 0; y = 25; P = -125
E) x = 25; y = 5; P = -125

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