Micro Flashcards
Monopoly Profit maximization
π = p(q) * q-C(q)
(Revenue menos costs)
Donde
q= firm lvl demand curve
p(q) = price depends on amount of supplies.
Perfectly competitive markets: Perfect competitive markets
Marginal revenue, marginal.cost
Marginal revenue
π’ = p’ (q)*q+p(q)
Marginal cost
C’q
Demand elasticity
ε^d = △q(p)/△p * p/q
Price elasticity of demand
Formula=
ε_d=δQ/δP × P* /Q*
La derivada de P respecto de Q, y luego
ε =1 unitary elastic
ε> 1 elastic
ε< 1 inelastic
Competitive model facts
Fact #1 in competitive markets w/ identical firms long run market supply is horizontal
Fact #2 income competitive market firm level.demand is horizontal
Market power
Market power is ε/(1+ε)
¿Por qué?
Porque MR = p(q) (1 + 1/ε) = MC
Y rearranging…
p(q)/MC = 1/ (1+ 1/ε) = ε/(1+ε)
Lerner index
P(q)-MC/ p(q) = -1/ε
Es una medida economica que evalúa el grado de poder de mercado de una empresa a través de la elasticidad de cuánto venden y a qué precio.
Recap #1 is it better quotas or tariffs? What is the relation between MR and MC in C.Mkt
1.When govs set quotas instead of tariffs society loses tax revenue.
2. In competitive markets, Every profit max. Firm sets output where Marginal Revenue= Marginal Cost.
A monopolist would neve set Q where …
Demand is inelastic
Market Power Guarantees
…
Price > cost
In competitive markets price=cost
A natural monopoly depends on…
- Cost function
- barriers to entry
- patents. Pp.ii.
Network externality is…
The demand depends on the consumption of the good by others. Benefit of the network size(FB), peer effects.
Nash equilibrium is ….
A situation in which no actor can improve his utility by changing his actions unless at least one other actor changes his/her action too.
In cournot model
Firms choose quantities simultaneously, thus, the second actor has to lower the price each time.
Stackelberg is…
A variation of cournot model, in which there are “LEADERS” and “FOLLOWERS”. We calculate the best response function for the follower. LEADER will profit more because by moving first he can CREDIBLY COMMIT to his output choice. In cournot we optimize first. In Stackelberg, we optimize after