Math  /  Algebra

QuestionMaximize P=9x+8yP=9x+8y with constraints: find yy-intercept of 8x+6y488x+6y \leq 48 and 7x+7y497x+7y \leq 49, x,y0x,y \geq 0.

Studdy Solution
The maximum value of $$ is the largest of these values, which is $64$.
So, the maximum value of =9x+8y=9x+8y subject to the constraints is 6464.

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