Evaluate the profit function for each vertex to determine which vertex gives the maximun profit.
$$P = \$ 10 x + 50 y ; ( 0,0 ) , ( 5,10 ) , ( 13,0 ) , ( 0,15 )$$
A) (0 ,15)
B) (0, 0)
C) (13, 0)
D) (5, 10)

Name: Evaluate the profit function for each vertex to determine which vertex gives the maximun profit. \[P = \$ 10 x + 50 y ; ( 0,0 ) , ( 5,10 ) , ( 13,0 ) , ( 0,15 )\] A) (0 ,15) B) (0, 0) C) (13, 0) D) (5, 10)
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The profit function is maximized at the vertex (5, 10) with a profit of $150.

Evaluate the Profit Function for Each Vertex to Determine Which P=$10x+50y;(0,0),(5,10),(13,0),(0,15)P = \$ 10 x + 50 y ; ( 0,0 ) , ( 5,10 ) , ( 13,0 ) , ( 0,15 )P=$10x+50y;(0,0),(5,10),(13,0),(0,15)

Evaluate the Profit Function for Each Vertex to Determine Which $P = \$ 10 x + 50 y ; ( 0,0 ) , ( 5,10 ) , ( 13,0 ) , ( 0,15 )$