Find the minimum and maximum values of the objective function $z = 2 x + 8 y$ and where they occur, subject to the constraints $$x \geq 0 , y \geq 0,2 x + y \leq 4$$ .
A)The minimum value is 0 at $( 0,0 )$ and the maximum value is 32 at $( 0,4 )$ .
B)The minimum value is 0 at $( 0,2 )$ and the maximum value is 32 at $( 0,4 )$ .
C)The minimum value is 0 at $( 0,0 )$ and the maximum value is 32 at $( 0,2 )$ .
D)The minimum value is 0 at $( 0,4 )$ and the maximum value is 32 at $( 0,2 )$ .
E)The minimum value is 0 at $( 0,4 )$ and the maximum value is 32 at $( 0,0 )$ .

Question

Find the minimum and maximum values of the objective function $z = 2 x + 8 y$ and where they occur, subject to the constraints $$x \geq 0 , y \geq 0,2 x + y \leq 4$$ . 
A)The minimum value is 0 at $( 0,0 )$ and the maximum value is 32 at $( 0,4 )$ . 
B)The minimum value is 0 at $( 0,2 )$ and the maximum value is 32 at $( 0,4 )$ . 
C)The minimum value is 0 at $( 0,0 )$ and the maximum value is 32 at $( 0,2 )$ . 
D)The minimum value is 0 at $( 0,4 )$ and the maximum value is 32 at $( 0,2 )$ . 
E)The minimum value is 0 at $( 0,4 )$ and the maximum value is 32 at $( 0,0 )$ .

Quizplus · Accepted Answer

The Answer of Find the minimum and maximum values of the objective function $z = 2 x + 8 y$ and where they occur, subject to the constraints $$x \geq 0 , y \geq 0,2 x + y \leq 4$$ . 
A)The minimum value is 0 at $( 0,0 )$ and the maximum value is 32 at $( 0,4 )$ . 
B)The minimum value is 0 at $( 0,2 )$ and the maximum value is 32 at $( 0,4 )$ . 
C)The minimum value is 0 at $( 0,0 )$ and the maximum value is 32 at $( 0,2 )$ . 
D)The minimum value is 0 at $( 0,4 )$ and the maximum value is 32 at $( 0,2 )$ . 
E)The minimum value is 0 at $( 0,4 )$ and the maximum value is 32 at $( 0,0 )$ .

Find the Minimum and Maximum Values of the Objective Function z=2x+8yz = 2 x + 8 yz=2x+8y

Find the Minimum and Maximum Values of the Objective Function $z = 2 x + 8 y$