1) Suppose the second-hand market for concert tickets is perfectly competitive and there are primarily 10 online websites where consumers can buy tickets. The following describes the market demand for concerts and the cost of selling tickets.
Market Demand: Q = 480 - 4p
Cost to Firm: c(q) = 2.5q^2 + 100
Market Structure: Perfect Competition with N = 10 in the short run
Supply – Firm and Market
a) Derive the supply curve for each firm given its MC.
b) What is the aggregate market supply of the 10 firms?
Market Equilibrium – Intersection of Market Demand and Market Supply
c) What is the market equilibrium price of concert tickets?
d) How many tickets are sold in the market?
1) Suppose the second-hand market for concert tickets is perfectly competitive and there are primarily 10...
1) Suppose the second-hand market for concert tickets is perfectly competitive and there are primarily 10 online websites where consumers can buy tickets. The following describes the market demand for concerts and the cost of selling tickets. Market Demand: Q = 480 - 4p Cost to Firm: c(q) = 2.5q^2 + 100 Market Structure: Perfect Competition with N = 10 in the short run Market Equilibrium – Intersection of Market Demand and Market Supply e) How many tickets does each...
number 2 a-d 1) Suppose the second-hand market for concert tickets is perfectly competitive and there are primarily 10 online websites where consumers can buy tickets. The following describes the market demand for concerts and the cost of selling tickets. Market Demand: Q = 480 - 4p. Cost to Fim: (q) = 2.57% + 100. Market Structure: Perfect Competition with N = 10 in the short-run. 2) In the above question, suppose Ticketmaster bought all the second-hand ticketing websites, so...
i need help with number 2 a- d 1) Suppose the second-hand market for concert tickets is perfectly competitive and there are primarily 10 online websites where consumers can buy tickets. The following describes the market demand for concerts and the cost of selling tickets. Market Demand: Q = 480 - 4p. Cost to Fim: c(q) = 2.57% + 100. Market Structure: Perfect Competition with N = 10 in the short-run. 2) In the above question, suppose Ticketmaster bought all...
Consider a perfectly competitive market comprised of identical firms each facing the following cost function: C(q) = 4 +q? where q is the firm-specific level of production of the representative firm. The market demand function is Q(p) = 400 - 4p where Q(p) is the aggregate demand in the market (expressed as function of price) and p is the price a) Derive the firm-specific supply function of the representative firm as a function of price b) Assume there are N...
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