Exam 3 Flashcards
monopoly
-industry with a single seller that sells a good for which there are no close substitutes e.g. USPS
in monopolies produce as long as
MR>MC
monopolies - profit maximization
MC=MR
- will charge the highest P willing to pay
- take that Q then go all the way up to the demand curve to find the price
total costs in monopolies
P where the Q intersects the ATC curve
monopolies’ profits
- might not exist
- when do exist will not be competed away
monopolies- price is _____ to MR
greater than MR
MR curve (mathematically)
2 times the slope of the inverse demand curve
-keep y-intercept the same as in inverse D curve
Lerner Index equation
(P-MC/P)=(-1/Ed)
Lerner Index definition
- measure of monopoly power
- % by which its MR (P) exceeded MC
- the higher, the more power
slope=
y intercept/x intercept
price taker
- no market power
- competitive
price maker
- does not have market power
- monopoly
price discrimination
- the practice of charging different prices to difference customers for the same product
- 3 degrees
perfect price discrimination (1st degree)
- charge every consumer the highest price they are willing to pay
- no CS
- no DWL
1st degree price discrimination (monopoly)
CS=A PS=B DWL=C
1st degree price discrimination (competition)
CS=A+B+C PS=0 DWL=0
rent seeking
-try to obtain a monopoly position for yourself so you can get the rents
in perfect price discrimination the MR
=D curve
3rd degree
- you put ppl into different markets and charge a different price per market (segmenting)
- charge a lower price w/markets with greater elasticity b/c Q increases by a bigger % and raises TR
to get customers to reveal themselves
through their elasticities of demand
price sensitive get what price? why?
because they have a higher Ed
segmented profits
exceed those of an unsegmented market
How to find P and Q for both markets without segmenting
- convert to regular demand curve
- add the regular demand curves together
- convert back to inverse and find MR
- set MR=MC to find P
- plug Q into the total demand curve
How to find P and Q and profits for each market with segmenting
- take inverse demand curve
- find MR curve
- set MR=MC
- solve for P
- get Q
- P-MC
- take (P-MC)(profit max. Q)