The cost function for a certain graphing calculator is given by $C = 11.35 x + 53,000$ where $C$ is in dollars and $x$ is the number of calculators produced.
a. Write a model for the average cost per unit produced.
b. Find the average cost per unit when $x = 900$.
c. Determine the limit of the average cost function as $x$ approaches $\infty$.

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The Answer of The cost function for a certain graphing calculator is given by $C = 11.35 x + 53,000$ where $C$ is in dollars and $x$ is the number of calculators produced.
a. Write a model for the average cost per unit produced.
b. Find the average cost per unit when $x = 900$.
c. Determine the limit of the average cost function as $x$ approaches $\infty$.

The Cost Function for a Certain Graphing Calculator Is Given C=11.35x+53,000C = 11.35 x + 53,000C=11.35x+53,000

The Cost Function for a Certain Graphing Calculator Is Given $C = 11.35 x + 53,000$