If the total cost function for a product is $C ( x ) = 500 + 3 x + 0.08 x ^ { 2 }$ dollars, determine how many units x should be produced to minimize the average cost per unit?
A)18 units
B)500 units
C)55 units
D)79 units
E)88 units

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The Answer of If the total cost function for a product is $C ( x ) = 500 + 3 x + 0.08 x ^ { 2 }$ dollars, determine how many units x should be produced to minimize the average cost per unit?
A)18 units
B)500 units
C)55 units
D)79 units
E)88 units

If the Total Cost Function for a Product Is C(x)=500+3x+0.08x2C ( x ) = 500 + 3 x + 0.08 x ^ { 2 }C(x)=500+3x+0.08x2

If the Total Cost Function for a Product Is $C ( x ) = 500 + 3 x + 0.08 x ^ { 2 }$