For the Cost Function C(Q)= 1000 + 14Q + 9Q 2

The Answer of For the Cost Function C(Q)= 1000 + 14Q + 9Q 2

The Answer of For the Cost Function C(Q)= 1000 + 14Q + 9Q 2

Solved

For the Cost Function C(Q)= 1000 + 14Q + 9Q²

Question 161

For the cost function C(Q) = 1000 + 14Q + 9Q² + 3Q³,what is the marginal cost of producing the fourth unit of output?

A) $42
B) $295
C) $230
D) $116

Related Questions

Q156: For the cost function C(Q)= 100 +

Q157: The production function is Q = K.6

Q158: The combinations of inputs that produce a

Q159: Suppose the production function is given by

Q160: Which of the following profit functions exhibits

Q162: The demand for an input is: A) sloping

Q163: The maker of Turbotax produces software that

Q164: The derivative,dAC(Q)/dQ = (1/Q2){Q(dC/dQ)− C(Q)},illustrates that when: A)

Q165: Costs that are forever lost after they

Q166: Suppose the marginal product of labor is