Math  /  Algebra

QuestionMinimize c=x+2yc=x+2y given the constraints: x+4y23x+4y \geq 23, 6x+y236x+y \geq 23, x0x \geq 0, y0y \geq 0.

Studdy Solution
The minimum value of the objective function is the smallest of these values, which is 236\frac{23}{6}.
So the minimum value of cc is 236\frac{23}{6} and it occurs at (236,0)(\frac{23}{6},0).

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