Question

See attactchment in order to answer!

A. Write one or two sentences to describe the cost function for the Wichita factory
B. Write the piecewise function for the cost per unit for production of units in the Wichita factory. That is, state the function C(x), where x is the number of units produced
C. What is the cost per unit for 35,000 units?

Answer 1

Answer:

Step-by-step explanation:

a) Wicheta factory has cost function as more upto 25000 units and less for above 25000 units.

b) Piecewise function for cost per units for production of units can be written as

C(x) = cost per unit, will be as follows:

$C(x) = \frac{1}{x} ,0\leq x\leq 25000\\        = \frac{0.8}{x} , 25000\leq x\leq 35000$

C) Cost per unit for 35000 units

= C(35000) = $\frac{0.8}{35000} =2.28(10^{-5} )$

Answer 2

The cost function for the Wichita factory is that the company has more the units that are less than or equal to 25000 units.

How to illustrate the cost?

The piecewise function for the cost per unit for production of units in the Wichita factory will be:

C(x) = 2/x, 0 < x < 25000.

The value of the cost per unit for 35,000 units will be:

= 0.8/35000

= 0.0000229

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