(See Steps) The total cost of producing q units of a certain commodity is given by C(q)=1/2q^3+216+276q Set up the average cost function, A(q) Find the output
Question: The total cost of producing q units of a certain commodity is given by \(C\left( q \right)=\frac{1}{2}{{q}^{3}}+216+276q\)
- Set up the average cost function, A(q)
- Find the output level at which A(q) is the minimum
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(Solved) Using implicit differentiation, find (dy)/(dx) if x^3+x^2y-y^2=11.
(Steps Shown) Find (d^2y)/(dx^2) if y=(1)/(12)(x^3+3)^4. Give
![[Steps Shown] Use the second derivative test](/images/solutions/MC-solution-library-31619.jpg "[Steps Shown] Use the second derivative test to find the x-coordinates")
[Steps Shown] Use the second derivative test to find the x-coordinates
(See Solution) Given f(x)=x^3-12x^2+36x+5, on (-∞ ,∞
![[See Steps] A new book entitled How](/images/solutions/MC-solution-library-31621.jpg "[See Steps] A new book entitled How to Get Rich in a Hurry costs a bookseller")
[See Steps] A new book entitled How to Get Rich in a Hurry costs a bookseller
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