Maximize the object function $z = 10 x + 8 y$ subject to the constraints $x + 5 y \leq 25 , x + y \leq 9,4 x + 2 y \leq 32 , x \geq 0 \text {, and } y \geq 0$ .
A)The maximum value is 90 at $( 5,4 )$ .
B)The maximum value is 122 at $( 5,9 )$ .
C)The maximum value is 130 at $( 9,5 )$ .
D)The maximum value is 86 at $( 7,2 )$ .
E)The maximum value is 56 at $( 4,2 )$ .

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The Answer of Maximize the object function $z = 10 x + 8 y$ subject to the constraints $x + 5 y \leq 25 , x + y \leq 9,4 x + 2 y \leq 32 , x \geq 0 \text {, and } y \geq 0$ .
A)The maximum value is 90 at $( 5,4 )$ .
B)The maximum value is 122 at $( 5,9 )$ .
C)The maximum value is 130 at $( 9,5 )$ .
D)The maximum value is 86 at $( 7,2 )$ .
E)The maximum value is 56 at $( 4,2 )$ .

Maximize the Object Function z=10x+8yz = 10 x + 8 yz=10x+8y

Maximize the Object Function $z = 10 x + 8 y$