Posted by cb on Wednesday, November 4, 2009 at 8:11pm.
OK, lets start with the conventional shapes of the MC and AVC curves. The AVC curve has a U shape to it. At low levels of production, the firm can enjoy some returns to scale. But after a while, the law of diminishing returns kicks in, and costs begin to rise. This latter effect means a rising MC curve. REGARDLESS, if MC is less than AVC, then AVC must be declining, if MC is above the AVC curve, the AVC curve must be rising. So, the MC curve always touches the AVC curve at its minimum point. (Unless you have some wave-shaped curve, which we never do or assume).
Think about it. If the current average cost of producing widgets is 15 and the MC of producing one more widget is $10, what must happen to the average when the extra unit is produced? Further, we could apply this same reasoning for the average total cost curve.
So, you are given MC=$20 and AVC=$20. It must be also true that the AVC is at its minimum point. So, a) is true
b) In the perfectly competitive firm, price is also the marginal revenue (MR). Always always always maximize profits where MC=MR. Since, as given, P=MR=$25 and MC=20, the firm should produce more. So b) is true.
c) Note AVC = (variable costs)/Q and ATC = (fixed + variable costs)/Q (where Q is output)
Go back to a) if the firm increase production from where MC goes from 20 to 25, What must happen to ATC if it started at $28. Since MC < ATC, with each additional unit, ATC must fall. So c) is true
srsrr
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