Question

Teams 1 and 2 receive total profits of π1(q1, q2) + w1q1 and π2(q1, q2) +...

Teams 1 and 2 receive total profits of π1(q1, q2) + w1q1 and π2(q1, q2) + w2q2, respectively. π1 and π2 represent profits from ticket sales, q1 and q2 represent quantities, and w1q1 and w2q2 represent profits from sales of apparel. The demand curve for tickets is P = 240 – Q and both teams have marginal cost equal to zero.

i) Suppose that the teams select q1 and q2 independently. Find the equilibrium quantities and profits from ticket sales when w1 = w2 = 0.

ii) Find the equilibrium quantities and profits from ticket sales when w1 = w2 = 30. Find the total profits.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Q1 = +2.1µC and is located at (5, 0), Q2 = -8.4µC and is located at...
Q1 = +2.1µC and is located at (5, 0), Q2 = -8.4µC and is located at (0, -7), and Q3 = +6.5 µC and is located at (-8, 6). A ball with a charge of QB = +4.2µC is placed at the origin (0,0). (units of distance measured in meters) Sketch the setup and make an FBD for the ball. Find the force from Q1 on the ball in component form? Find the force from Q2 on the ball in...
3. (i) A monopolist faces the following demand and total cost functions: Q1 = 65 -1/2P,...
3. (i) A monopolist faces the following demand and total cost functions: Q1 = 65 -1/2P, TC = Q2 + 10Q + 50 (a) Calculate the profit maximizing output and price of the monopolist. Calculate the resulting profit. (12 points) (b) Suppose the government imposes an excise tax of $30 on the production and sale of the product. Calculate the resulting optimal profit maximizing output and price for the monopolist. Also determine the level of profit. (12 points) (c) If...
2. The market for air conditioners has: Total Cost: TC = 20 + 10Q +(3/4)Q2 Marginal...
2. The market for air conditioners has: Total Cost: TC = 20 + 10Q +(3/4)Q2 Marginal Cost: MC = 10 + (3/2)Q Marginal Revenue: MR = 1,010 – 0.5Q Demand: Q = 4,040 – 4P 2a. If a monopoly controls the market, calculate the equilibrium price and quantity of air conditioners. 2b. Calculate the monopoly profits from part a. 2c. If the government imposed a tax of $80 per air conditioner that the monopoly sells, calculate the equilibrium new price...
#1The manager of the party is considering whether to use uniform pricing or two-part-pricing . Your...
#1The manager of the party is considering whether to use uniform pricing or two-part-pricing . Your willingness to pay for rides for the party is P = 48 – (0.75)×Q, where P is the ticket price per ride and Q is the number of rides. The amusement park has a marginal cost of $5 for each additional rise. Its fixed cost for handling the party is $20. Show all your work in an excel spreadsheet. a) Create a spreadsheet with...
1. (Static Cournot Model) In Long Island there are two suppliers of distilled water, labeled firm...
1. (Static Cournot Model) In Long Island there are two suppliers of distilled water, labeled firm 1 and firm 2. Distilled water is considered to be a homogenous good. Let p denote the price per gallon, q1 quantity sold by firm 1, and q2 the quantity sold by firm 2. Firm 1 bears the production cost of c1 = 4, and firm 2 bears c2 = 2 per one gallon of water. Long Island’s inverse demand function for distilled water...
? = 10 − 1/4Q 4. (Collusion) Now suppose firms face the same market demand as...
? = 10 − 1/4Q 4. (Collusion) Now suppose firms face the same market demand as in Problem 3. But now there are three firms (firm 1, firm 2, and firm 3) where Q = q1 + q2 + q3. All of them bear the same production marginal cost of c1 = c2 = c3 = 4 per one gallon of water. Lastly, the game among these firms is repeated indefinitely in each period t = 1, 2, 3, ......
Consider a Cournot model with two firms, firm 1 and firm 2, producing quantities q1 and...
Consider a Cournot model with two firms, firm 1 and firm 2, producing quantities q1 and q2, respectively. Suppose the inverse market demand function is: P = 450 – Q where Q denotes the total quantity supplied on the market. Also, each firm i = 1,2 has a total cost function c(qi) = 30qi. a) What is the Nash equilibrium of this Cournot game ? What is the market prices ? Compute each firm’s profit and the industry profit. b)...
1. Consider a team that can segment its customers into two distinct markets whose demands are...
1. Consider a team that can segment its customers into two distinct markets whose demands are given by                                     P1 = 25 – .0001Q   P2 = 50 – .0002Q The relevant marginal revenue expressions are MR1=25–.0002Q, and MR2=50–.0004Q, respectively. Finally, let the marginal cost be MC=5. Assuming that the team can perfectly identify members of each market and prevent them from trading with one another, find    the optimal quantities, Q1* and Q2*, and prices, P1* and P2*. Given your...
Q1 Ch1 (20%) a. Supply: Suppose the following information is known about a market: 1. Sellers...
Q1 Ch1 (20%) a. Supply: Suppose the following information is known about a market: 1. Sellers will not sell at all below a price of $2. 2. At a price of $10, any given seller will sell 10 units. 3. There are 100 identical sellers in the market. Assuming a linear supply curve, use this information to derive the market supply curve. b. Demand: Suppose the demand for a particular product can be expressed as Q = 100/p. Calculate the...
Assume that consumers view tax preparation services as undifferentiated among producers, and that there are hundreds...
Assume that consumers view tax preparation services as undifferentiated among producers, and that there are hundreds of companies offering tax preparation in a given market. The current market equilibrium price is $120. Jojo’s Tax Service has a daily, short-run total cost given by TC = 100 + 4Q2. Answer the following questions: How many tax returns should Jojo prepare each day if her goal is to maximize profits? How much will she earn in profit each day? A perfectly competitive...