contestada

Find the maximum value of
P = 4x + 5y
subject to the following constraints:
x + 3y = 13
3x + 2y < 25
X>0
y>0
P = [?]

Find the maximum value of P 4x 5y subject to the following constraints x 3y 13 3x 2y lt 25 Xgt0 ygt0 P class=

Respuesta :

shahaditya

Answer:

38 is the maximum value

Step-by-step explanation:

First we should graph each inequality. Then we can find the points on the intersecting region and take those points and plug them into the equation P = 4x + 5y. Then we can find the maximum value from there. The maximum value is tied to the point (7, 2), with P = 38. :)

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