In the Previous Problem, If $F ( \alpha ) = e ^ { - \alpha } \text {, then } f ( x )$

question 35

Multiple Choice

In the previous problem, if $F ( \alpha ) = e ^ { - \alpha } \text {, then } f ( x )$ is

• A) \(x\)
• B) \(1\)
• C) \(1 / \left( \pi \left( 1 + x ^ { 2 } \right) \right)\)
• D) \(2 / \left( \pi \left( 1 + x ^ { 2 } \right) \right)\)
• E) 0

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Definitions:

MC

In economics, MC typically refers to Marginal Cost, which is the cost of producing one more unit of a good.

ATC

The total cost per unit of production, calculated by dividing the overall production cost by the number of units produced.

Production Function

A production function describes the relationship between inputs used in production and the output generated from those inputs.

Law Of Diminishing Marginal Returns

A principle stating that as investment in a particular area increases, the rate of profit from that investment, after a certain point, cannot continue to increase if other inputs remain constant.