Christin the CEO of a national IT manufacture is experiencing the (B) bounded rationality
Explanation:
By analyzing the options given in the question we can say that
- An ethical dilemma is said to have occurred when there is a conflict of interest between the two organization leaving one with making choices between serving in the interest one the company or feathering one's nest.
- Group think implies giving preference to the decision of a group over individual's thinking
- The concept of Bounded rationality was introduced by Herbert Simon wit refers to the fact that making a rational decision is sometimes limited to the information at one's disposal as well as one's mental prowess.
So the answer to the above question is (B) bounded rationality-Christin is experiencing the dilemma of bounded rationality
Bonds are a type of investments that is categorized as a fixed-income instrument which symbolizes loans that investors make to a borrower. Bonds can be made by a corporation or a government. Bonds always have end dates, and they generally have lower risks compared to stocks.
However, there are still some risks associated with this type of instrument, which is (C) the issuer could go bankrupt.
Answer:
$12,000
Explanation:
Margin of safety = Current sales level - Break even point
=(8,000 ×12) - (7,000 × 12)
= 96,000 - 84,000
= $12,000
Answer:
$51
Explanation:
Data provided:
Sales function as: ( q = −p + 136 ) million phones
here, p is price in dollars
a) supply function as: ( q = 9p - 374 ) million phones
now,
for equilibrium price, the supply should be equal to the sales
i.e
−p + 136 = 9p - 374
or
136 + 374 = 9p + p
or
10p = 510
or
p = $51
Hence, the equilibrium price should be $51
Answer:
$400
Explanation:
From the question, there is a butterfly spread when a trader buys 100 options with strike prices $60 and $70 and sells 200 options with strike price $65.
The maximum gain is the point where both the stock price and the middle strike price are equal, i.e. equal to $65. At that point, the options payoffs are respectively $500, 0, and 0. By implication, the total payoff is $500.
The set up cost of the butterfly spread can be calculated as follows:
Setup cost = ($11×100) + ($18×100) – ($14×200)
= 1,100 + 1,800 – 2,800
Setup cost = $100
Net gain = Options payoffs – Setup cost = $500 - $100 = $400
Therefore, the maximum net gain (after the cost of the options is taken into account) is $400.
