Completes parts A-E below: A. Find the marginal cost function. C(x) = 160+2.7x-0.06x2 C'(x) = ▢ B. Find the marginal revenue function. R(x) = 3x - 0.04x2 R'(x) = ▢ C. Find the marginal revenue function. R(x)=x(150.09x) R'(x) = ▢

Q: the marginal cost function is mc(X)=(6X)/(3X^2+600). Determine the cost function c(x), given that…

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Q: The marginal cost (in dollars per box) of producing the xth box of HDMI cables is C'(x)=-…

A: To find the function of C(x) we integrate C'(x) c=integrating constant

Q: Consider the cost function C(x) = 5x³ What is the marginal cost at the production level = 2?

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Q: Find the marginal average cost function if cost and revenue are given by C(x) = 126 + 4.7x and R(x)…

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Q: cost function

A: Please rate and feel free to ask any query about any part of the question,  thanks

Q: Please assist with the step in solving the problem below.  A company manufactures travel clocks.…

A: A company manufactures travel clocks. The daily marginal cost function associated with producing…

Q: The cost (in dollars) of producing 4 items is given by C(q) = 0.03q3 + 8lą + 1000. %3D (a) Find the…

A: C(q)= 0.03q3 + 81q + 1000   a) Marginal cost, C'(q)= (0.03*3) q2 + 81…

Q: Cost The marginal cost for manufacturing an electrical component is $9.25 per unit, and the fixed…

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Q: Consider the cost function C(x) = −x^3 + 10x^2 + 20x. Find the maximum of the average cost function.

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Q: Simplify :  a. 272/3 b. 93/2

A: Since the exponential expression are: a) 272/3 b) 93/2