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blsea [12.9K]
4 years ago
14

A flight route is served by American Airlines (AA) and Southwest Airlines (SW). Suppose American is the industry leader American

will decide whether to raise airfares, and then Southwest will decide whether to match the price increase. What is the Nash equilibrium of the game?
a) The game does not have a Nash equilibrium.
b) American will leave fares unchanged and Southwest will leave fares unchanged
c) American will leave fares unchanged and Southwest will raise fares
d) American will raise fares and then Southwest will leave fares unchanged
e) American will raise fares and then Southwest will raise fares.
Business
1 answer:
tatiyna4 years ago
7 0

Answer:

The correct answer is b) American will leave fares unchanged and Southwest will leave fares unchanged.

Explanation:

The Nash Balance is a situation where individuals or players have no incentive to change their strategy taking into account the strategy of their opponents.

In the Nash equilibrium, the strategy chosen by each participant of a conflict or game is optimal, given the strategy chosen by the others. In other words, nobody will gain anything if they decide to change their strategy under the assumption that the other individuals do not change theirs.

It should be noted that under the Nash equilibrium the greatest gain is not necessarily obtained for all individuals or players as a whole. It is only true that each responds optimally to the strategy of others. In many cases, individuals would like to be able to reach another balance with higher profits but fail to do so because they face the risk of being betrayed.

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3 years ago
Ingersoll Company has a bond currently outstanding. The bond has a face value of $1,000 and matures in 10 years. The bond makes
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Answer:

$1,196.01

Explanation:

<u>What is the current price of the bond </u>

Face value of Bond = $1000

Term (maturity time) = 10 years

periods = 10 *2 = 20 ( semiannual compound of interest )

Yield = 5.8%.  semiannual yield = 5.8% / 2 = 2.9% = 0.029

Next : calculate the value of bond using the relationship below

Discounting factor = 1/(1 + r)^n

n = number of payments

note : payments are made semiannually

attached below is a Table showing the discounting factor and present  value starting from the 4th year ( Biannually )i.e. when payment commenced

payments      discounting factor                present value

45                  0.818638898                 36.83875

45                  0.795567442                35.800535

45                  0.773146203                         34.791579

45                  0.751356854                        33.811058

45                  0.730181588                        32.858171

45                  0.709603098                31.932139

45                  0.689604566                31.032205

45                  0.670169646                 30.157634

100                  0.651282455                 65.128245

100                   0.632927556                 63.292756

100                  0.615089947                 61.508995

100                   0.597755051                 59.775505

100                   0.580908698                 58.09087

100                   0.564537122                 56.453712

1000                   0.564537122                564.53712

                                   

Total of present value  =  1196.0093

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Answer:

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terms 2/10 n/30___________________ 2%

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