Select the correct statements from the following with regard to cost curves :
(A) Short run marginal cost, average variable cost and short run average cost curves are 'U'-shaped.
(B) SMC curve cuts the AVC curve from below at the minimum point of AVC.
(C) SMC curve cuts the AFC curve from below at the minimum point of AFC.
(D) Average fixed cost curve is downward sloping.
Choose the correct answer from the options given below:
Select the correct statements from the following with regard to cost curves :
(A) Short run marginal cost, average variable cost and short run average cost curves are 'U'-shaped.
(B) SMC curve cuts the AVC curve from below at the minimum point of AVC.
(C) SMC curve cuts the AFC curve from below at the minimum point of AFC.
(D) Average fixed cost curve is downward sloping.
Choose the correct answer from the options given below:
Solution
Statement (A) -> Short run marginal cost (SMC), average variable cost (AVC), and short run average cost (SAC) curves are all U-shaped due to the law of diminishing returns. Initially costs decrease, then increase. -> Correct
Statement (B) -> SMC curve intersects AVC curve at its minimum point, cutting from below. This is a fundamental principle: when marginal is below average, it pulls average down; when marginal is above average, it pulls average up. -> Correct
Statement (C) -> SMC curve does NOT cut AFC curve at minimum because AFC has no minimum point. AFC continuously declines as output increases (rectangular hyperbola), approaching zero but never reaching it. -> Incorrect
Statement (D) -> AFC = TFC/Q. Since total fixed cost (TFC) is constant and output (Q) increases, AFC continuously falls, creating a downward sloping curve. -> Correct
Hence, Option 1: (A), (B) and (D) only -> Statement (C) is incorrect because the Average Fixed Cost curve never reaches a minimum point - it continuously decreases as output increases. The SMC curve cannot intersect AFC at a minimum point that doesn't exist. The other three statements correctly describe the behavior of cost curves in the short run. -> correct
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