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Assume That a Firm Can Produce Product A, Product B

question 11

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Assume that a firm can produce product A, product B, or product C with the resources it currently employs.These resources cost the firm a total of $100 per week, this cost is per resource.Assume, for the purposes of this problem, that the firm's costs cannot be changed.The market prices and the quantities of A, B, and C these resources can produce are given below. Assume that a firm can produce product A, product B, or product C with the resources it currently employs.These resources cost the firm a total of $100 per week, this cost is per resource.Assume, for the purposes of this problem, that the firm's costs cannot be changed.The market prices and the quantities of A, B, and C these resources can produce are given below.   (a) Compute the firm's profit when it produces A, B, or C and enter these data in the table. (b) Which product will the firm produce? (c) Suppose the quantity of product B the firm was able to produce with the same amount of inputs now rose to 25.Which product will the firm now produce? (d) As a result of the rise in quantity of product B to 25 that each firm can produce, what will happen to the number of firms producing product B? (a) Compute the firm's profit when it produces A, B, or C and enter these data in the table.
(b) Which product will the firm produce?
(c) Suppose the quantity of product B the firm was able to produce with the same amount of inputs now rose to 25.Which product will the firm now produce?
(d) As a result of the rise in quantity of product B to 25 that each firm can produce, what will happen to the number of firms producing product B?


Definitions:

Interquartile Range

The difference between the 75th (third quartile) and 25th (first quartile) percentiles, measuring the spread of the middle 50% of data.

Coefficient of Variation

A standardized measure of dispersion of a probability distribution or frequency distribution, expressed as a ratio of the standard deviation to the mean.

Extreme Values

Data points that significantly differ from other observations. They can be unusually high or low and may be considered outliers.

Median

The middle value in a sorted, ascending or descending, list of numbers.

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