Econ Class Test 2 Flashcards

1
Q

When does a firm exit the market in Perfect Competition?

A

Market Price is below Average Cost, with the least efficient firm leaving first

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2
Q

What happens in the Prisoner’s Dilemma Game?

A

Both players mutually defect, causing for lower utility than mutual cooperation

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3
Q

What happens in the Stag Hunt Game?

A

Two equilibria are found when players either mutually cooperate (Higher payoff) and mutually defect (Lower payoff)

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4
Q

Draw the Prisoner’s Dilemma Game

A

20, 20 5,22
22,5 8,8

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5
Q

Draw the Stag Hunt Game

A

20, 20 5,18
18,5 8,8

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6
Q

What do the Stag Game and Prisoner’s Game suggest when applied to advertising?

A

They suggest that high spending on advertising could cause for less profits if it is cancelled out by another firm.

10,10 2,16
16,2 8,8

10,10 2,9
9,2 8,8

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7
Q

What happens in a Market Exit situation with Oligopolies?

A

In an Oligopoly Market Exit scenario, one firm will exit and another will stay. Whichever firm leaves first, the opposing firm will take its market share.

0,0 0,5
10,0 -3,-6

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8
Q
A
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9
Q

What occurs in the Chicken Game?

A

Both firms attempt not to agree with each other

0,0 -1,+1
+1,-1 -10, -10

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10
Q

What occurs in the game of Adapting to a High Quality Regime?

A

No firm will move from the lower payoff equilibrium as they have no incentive to, despite there being a higher payoff at the second equilibrium.

2,2 0,0
0,0 10,10

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11
Q

Describe the Chain Store Paradox

A

In a situation where a firm owns multiple stores in different cities, the firm would like to deter other firms from entering the market. Game theory determines that a firm will never build this reputation as it will always acquiesce to the entering firm.

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12
Q

Describe the Matching Pennies Game

A

In this game there is no equilibrium. In normal form players can only randomise, while in extensive form player 2 will always have a better payoff.

-1,1 1,-1
1,-1 -1,1

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13
Q

What are the central premises for cooperative Game Theory?

A

There must be real gains made from playing the game
Pareto Optimality, a player cannot be made better off without making another worse off

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14
Q

How do you find the expected payoff for a player?

A

Find the average payoff for the player

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15
Q

What is the Security Level?

A

This is what a player can get by not involving themselves in the game or from an agreement failing, also known as the maxmin result

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16
Q

What is the Nash Bargaining Solution?

A

(Ux-Vx)(Uy-Vy)

Where Vx and Vy are the security levels for players X and Y and Ux and Uy are different payoffs. One then chooses Ux and Uy that maximises the formula