A company has a cost function $C ( x ) = 200 - 50 x + x ^ { 2 }$ and demand function $p ( x ) = 50 - x$ . How many units should it make to maximize its profit?
A)15
B)25
C)8
D)5
E)30
F)10
G)20
H)35

Question

Quizplus · Accepted Answer

The Answer of A company has a cost function $C ( x ) = 200 - 50 x + x ^ { 2 }$ and demand function $p ( x ) = 50 - x$ . How many units should it make to maximize its profit?
A)15
B)25
C)8
D)5
E)30
F)10
G)20
H)35

A Company Has a Cost Function C(x)=200−50x+x2C ( x ) = 200 - 50 x + x ^ { 2 }C(x)=200−50x+x2

A Company Has a Cost Function $C ( x ) = 200 - 50 x + x ^ { 2 }$