PRODUCTION AND COSTS


Q) What is the basic process of production?

Answer: Transforming inputs (labor, land, capital) into outputs (goods, services).


Q) What function describes the relationship between inputs and outputs in a firm?

Answer: Production function.


Q) In the short run, what type of input can be varied by the firm?

Answer: Variable input (usually labor).


Q) What are the two main cost categories for a firm?

Answer: Fixed cost (unchanging) and variable cost (changes with output).


Q) What does the average cost of production measure?

Answer: Total cost per unit of output.


Q) What is the difference between average cost and marginal cost?

Answer: Average cost considers total output, while marginal cost focuses on the cost of producing one additional unit.


Q) What happens to the long-run average cost (LRAC) curve in the initial production phase?

Answer: It typically falls due to increasing returns to scale (IRS).


Q) What does the minimum point of the LRAC curve signify?

Answer: The output level at which the average cost of production is minimized.


Q) When does the LRAC curve start rising?

Answer: Usually when diminishing returns to scale (DRS) come into play.


Q) What is the relationship between LRMC and LRAC?

Answer: LRMC curve cuts the LRAC curve from below at the minimum point of LRAC.


Q) What happens to marginal cost when average cost is falling?

Answer: Marginal cost is less than the average cost.


Q) What can be inferred when marginal cost is greater than the average cost? 

Answer: Average cost is rising.


Q) What determines the output level at which a firm should operate in the long run? 

Answer: The point where LRAC is minimized.


Q) Why might a firm choose to operate in the short run at an output level where average cost is not minimized? 

Answer: Short-run constraints like fixed costs or limited access to capital.


Q) What is the main takeaway about production costs in the long run? 

Answer: LRAC can fall, remain constant, or rise depending on the returns to scale, with the minimum point often indicating the most efficient production level.