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Assignment 2 (Application of The Derivative) After an aggressive marketing campaign in the local community, Poe’s TV Sales & Repair Co. discovered that their cost can now be modeled by the equation: C(n) = 25n + 150n + 21500, where n represents the number of small screen televisions produced in a particular month. 1. How many small screen televisions must be produced in a month in order to minimize the company’s average cost? Show all steps and justify your answer. 2. What is that minimum average cost?

Assignment 2 (Application of The Derivative)
After an aggressive marketing campaign in the local community, Poe’s TV Sales & Repair Co.
discovered that their cost can now be modeled by the equation:
C(n) = 25n + 150n + 21500,
where n represents the number of small screen televisions produced in a particular month.
1. How many small screen televisions must be produced in a month in order to minimize the company’s average cost? Show all steps and justify your answer.
2. What is that minimum average cost?

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