Question

In: Economics

QUESTION 1 Suppose two people, Jack and Jill, controlled the market and had a marginal cost...

QUESTION 1

  1. Suppose two people, Jack and Jill, controlled the market and had a marginal cost of $0. If they could successfully collude with each other, how much water would each produce and what would be the price of water?

    A.

    Each would produce 20 gallons and the price would be $100

    B.

    Each would produce 30 gallons and the price would be $60

    C.

    Each would produce 40 gallons and the price would be $40

    D.

    Each would produce 60 gallons and the price would be $60

  

QUESTION 2

  1. Imagine that Jack and Jill are players in a game. They can choose to produce either 30 gallons of water or 40. Do either of them have a dominant strategy?

    A.

    No, neither of them have a dominant strategy

    B.

    Yes, only Jack has a dominant strategy

    C.

    Yes, only Jill has a dominant strategy

    D.

    Yes, both Jack and Jill have dominant strategies

  

QUESTION 3

  1. Does their game have a Nash equilibrium? If so, what is it?

    A.

    No, there's no Nash equilibrium

    B.

    Yes, it's where Jack and Jill both produce 30 gallons.

    C.

    Yes, it's where Jack and Jill both produce 40 gallons.

    D.

    Yes, it's where Jack produces 40 gallons and Jill produces 30.

Solutions

Expert Solution

Question 1

If two people control the market and collude then they would be acting as a monopolist.

So, they would be producing a combined output of 60 gallons and would be charging $60 per gallon.

It is assumed that both of them evenly split the output.

Thus, each would produce 30 gallons and the price would be $60.

Hence, the correct answer is the option (B).

Question 2

In two player game, if players are colluding then there is an incentive for them to cheat and increase their individual pay-off respectively.

In given game also, there is an incentive for both players to cheat and increase their production assuming that other player will not do so.

So,

Yes, both Jack and Jill have dominant strategies.

Hence, the correct answer is the option (D).

Question 3

Both Jack and Jill will eventually cheat and will increase their production to 40 gallons.

So,

Yes, this game has a Nash equilibrium. It is where Jack and Jill produce 40 gallons.

Hence, the correct answer is the option (C).


Related Solutions

            Suppose a hypothetical oil market consists of two oil producers Jack & Jill. Suppose the...
            Suppose a hypothetical oil market consists of two oil producers Jack & Jill. Suppose the marginal cost of pumping oil is equal to zero, while the demand for oil is described by the following schedule.             Quantity                               Price                         Total Revenue (and total profit) 0 gallons                                $120                                                               $   0 10                                            110                                                                  1100 20                                            100                                                                 2000 30                                            90                                                                    2700 40                                            80                                                                    3200 50                                            70                                                                    3500 60                                            60                                                                    3600 70                                            50                                                                    3500 80                                            40                                                                    3200 90                                            30                                                                    2700...
1. Cameron gave the following gifts to her niece, Jill and nephew, Jack: $10,000 to Jill...
1. Cameron gave the following gifts to her niece, Jill and nephew, Jack: $10,000 to Jill and $10,000 to Jack in 2016 $15,000 to Jill and $20,000 to Jack in 2017 $25,000 to Jill and $25,000 to Jack in 2018 The annual exclusion for 2016 & 2017 is $14,000 and for 2018 is $15,000; the lifetime estate and gift tax basic exclusion amount is 2016 in $5,450,000; 2017 in $5,490,000, and 2018 in 11,180,000. Calculate the value of the gift...
Please provide complete step-by-step explanation. Thanks! Jack and Jill are in the highest marginal tax bracket...
Please provide complete step-by-step explanation. Thanks! Jack and Jill are in the highest marginal tax bracket in Ontario and have maxed-out both their TFSA and RRSP. They have no more room in either tax-shelters and are in the 54% marginal tax rate on ordinary income and interest income and 27% on all realized capital gains. Now, assume Jack decides to invest $100,000 in a stock based mutual fund that earns a constant 5% pre-tax, but the fund is highly inefficient...
Jack and Jill each have a bag of balls numbered 1 through 31. Jack draws 15...
Jack and Jill each have a bag of balls numbered 1 through 31. Jack draws 15 balls without replacement from his bag and Jill draws 12 balls without replacement from her bag. If they both draw the same numbered ball they call it a match. What is the expected number of matches?
a. The market price is determined by: multiple choice 1 marginal revenue and marginal cost. market...
a. The market price is determined by: multiple choice 1 marginal revenue and marginal cost. market demand and market supply. marginal revenue and average total cost b. To determine the firm's profit-maximizing output, the firm will set its marginal revenue equal to: multiple choice 2 marginal cost. average variable cost. average total cost. market price. c. A firm is making an economic profit if, at the profit-maximizing output, the market price is: multiple choice 3 less than average total cost....
Suppose that market demand for a good is Q = 480 - 2p. The marginal cost...
Suppose that market demand for a good is Q = 480 - 2p. The marginal cost is MC = 2Q. Calculate the following in the context of a monopoly market. a) Profit maximizing price and quantity. b) Market power. c) Consumer surplus and producer surplus. d) Dead Weight Loss (DWL).
Suppose that the market for bike locks is served by a monopolist with marginal cost given...
Suppose that the market for bike locks is served by a monopolist with marginal cost given by MC = 20. It is also the case that inverse demand for bike locks is given by P = 100 – 0.25Q. (20 points) What are the equilibrium price and quantity? (15 points) What is the monopoly profit? (15 points) What is the deadweight loss associated with monopoly power?
Question 1 Assume that: market demand function for a product is: P= 80−q and marginal cost...
Question 1 Assume that: market demand function for a product is: P= 80−q and marginal cost (in dollars) of producing it is: MC= 1q, where P is the price of the product and q is the quantity demanded and/or supplied. Also assume that the government imposes a price control at P= $80/3 a) Find the consumer and producer surplus associated with the price control allocation. b) How would the price control allocation in (a) differ from the monopoly allocation, if...
You are now asked to consider a world with two people, Jane and Jack. Jack is...
You are now asked to consider a world with two people, Jane and Jack. Jack is a farmer. Jane owns the land on which Jack farms and does not produce any output herself. There is only one good in this world, grain. a. Use a model of decision making under scarcity to show the allocation that maximises Jane’s economic rent when she can coerce Jack. Label all relevant axes, points and curves on your model. b. Use a separate model...
Jill and Jack both have two pails that can be used to carry water down from...
Jill and Jack both have two pails that can be used to carry water down from a hill. Each makes only one trip down the hill, and each pail of water can be sold for $6. Carrying the pails of water down requires considerable effort. Both Jill and Jack would be willing to pay $5 each to avoid carrying one pail down the hill, and an additional $5 to avoid carrying a second pail down the hill. a. If Jack...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT