Suppose that the cost function for producing a certain item is given by C ( n ) = 3 n + 4 where n represents the number of items produced. Find C (150), C (570), C (770), C (1,580).
A) C (150) = 474, C (570) = 1,734, C (770) = 2,334, C (1,580) = 4,764
B) C (150) = 464, C (570) = 1,724, C (770) = 2,324, C (1,580) = 4,754
C) C (150) = 484, C (570) = 1,744, C (770) = 2,344, C (1,580) = 4,774
D) C (150) = 454, C (570) = 1,714, C (770) = 2,314, C (1,580) = 4,744

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The Answer of Suppose that the cost function for producing a certain item is given by C ( n ) = 3 n + 4 where n represents the number of items produced. Find C (150), C (570), C (770), C (1,580).
A) C (150) = 474, C (570) = 1,734, C (770) = 2,334, C (1,580) = 4,764
B) C (150) = 464, C (570) = 1,724, C (770) = 2,324, C (1,580) = 4,754
C) C (150) = 484, C (570) = 1,744, C (770) = 2,344, C (1,580) = 4,774
D) C (150) = 454, C (570) = 1,714, C (770) = 2,314, C (1,580) = 4,744

Suppose That the Cost Function for Producing a Certain Item