The daily total cost (in dollars) incurred by Trappee and Sons for producing x cases of TexaPep hot sauce is given by the following function.



(a) Find the average cost function C.

C = ?

(b) Find the level of production that results in the smallest average production cost. (Round your answer to the nearest whole number.)

? cases

(c) Find the level of production for which the average cost is equal to the marginal cost. (Round your answer to the nearest whole number.)

? cases

In order to find the average cost function, we first need to know the total cost function. However, the given information does not provide the total cost function or any specific equation.

To find the average cost, we need to divide the total cost by the number of cases produced. However, since we don't have the equation for the total cost function, we cannot proceed with finding the average cost function.

Similarly, without the specific equation for the total cost function, we won't be able to determine the level of production that results in the smallest average production cost or the level of production for which the average cost is equal to the marginal cost. These calculations would require the derivative of the total cost function, which we don't have.

To solve this problem, we need additional information or the specific equation for the total cost function.

is this the whole question because it does not seem to be sufficient information

oh im srry.....

C(x)=0.000002x^3+3x+453