Economics 172
Fall 2007
Due Wednesday November 7
Chapter 11
Questions 1, 6, 14
1. The answer is similar to figure 11.4 in the
text except that in this homework, the quantity changes but not the price.
6. If the market demand curve hits the ATC curve
along the downward sloping part of the ATC curve, then the firm can have a U
shaped ATC curve but still be a natural monopoly. See the application on page 372 of the text.
14. The market demand Dt is the sum of the individual demands for Wellbutrin (Dw) and Zyban (Dz), which are the same
drugs. That means there is a marginal
revenue curve (MRt) from that Dt curve. The
MR curve hits the MC curve and monopolist GlaxoWellcome
then prices on its total demand curve.
That total quantity Qt is broken up into the two components, Qw and Qz. The firm charges the same price
1. A monopoly is producing at an output level where average total cost of production is minimized and equals $50 per unit. If marginal revenue at that level of production equals $60, show that the monopoly cannot be producing at the profit maximizing output level.
If it is
minimizing its average cost of production, then it is at the minimum point of
the ATC curve. We know the MC curve crosses the minimum point of the ATC curve,
so MC must also equal $50. But marginal
revenue is $60, so MR>MC. It should
expand production.
2. Suppose that you
are the economic czar of the US
If there is no
vaccine produced, there is no producer or consumer surplus. If it is produced by a monopoly, there is at
least some consumer and producer surplus, so there is more welfare than 0. More people will live than without the
vaccine. The point is that a product
produced by a monopoly is better than no product at all.
3. At its profit maximizing output level, the price of Abercrombie jeans is twice as high as marginal cost. What is the elasticity of demand?
Hint: Solve MR = P(1+(1/e)) for e the elasticity of demand and remember that MC = MR.
We know that P =
2MR Therefore MR = 2MR (1+(1/e))
The rest is just
algebra:
MR/2MR = 1+ 1/e
-(1/2) = 1/e
e= -2