Suppose two firms, A and B, are simultaneously considering entry into a new market. If neither enters,both earn zero. If both en
ter, they both lose 100. If one firm enters, it gains 50 while the other earns zero. Set up the payoff matrix for this game and determine if any Nash equilibria exist. Can you predict the outcome? What if firm A gets to decide first?
1 answer:
Answer: The answer is as follows:
Explanation:
The payoff matrix for this game is shown in the image.
The nash equilibrium in this game exist when both the firms do not enter into a new market. The nash equilibrium outcome is (0,0), at this choice both the firms didn't loose anything.
If firm A gets to decide first then it would choose not to enter into the new market, this will gives (0,50) & (0,0) outcome and if it chooses to enter then this will gives (-100,-100) & (50,0).
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Answer:
1. Break even points in units will be = 2,700 units
2. Break-even point in dollar sales = $56,700
3. In case fixed expense increase by $600 then Break even point in unit sales = 2,900 units
Explanation:
Break even point =
Fixed Cost = $8,100
Contribution per unit = Sale Price - Variable Cost = $21 - $18 = $3
1. Break even points in units will be
=
2. Break-even point in dollar sales
= Break even point in units X Sale price per unit
= 2,700 units X $21 = $56,700
3. In case fixed expense increase by $600 then Break even point in unit sales
= = 2,900 units
Final Answer
1. Break even points in units will be = 2,700 units
2. Break-even point in dollar sales = $56,700
3. In case fixed expense increase by $600 then Break even point in unit sales = 2,900 units