The expected return for stock A and B is 8.55% and 15.11% respectively.
<h3>What is the Expected return?</h3>
= (Probability of Recession × Return during recession) + (Probability of normal × Return during normal) + (Probability of boom × Return during boom)
Expected return for stock A:
= (0.20 * .05) + (0.57 * 0.08) + (0.23 * 0.13)
= 0.0855
= 8.55%
Expected return for stock B:
= (0.20 * 0.20) + (0.57 * 0.09) + (0.23 * 0.26)
= 0.1511
= 15.11%
Therefore, the expected return for stock A and B is 8.55% and 15.11% respectively.
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Answer:
$0.5 per share
Explanation:
Preference Share Capital = 1000 shares * $10 = 10,000
Annual Dividend in Total = 10000*5% = $500
Annual Dividend Per Share = $500/1000 = $0.5 per share
Answer: Affirmative action.
Explanation:
An affirmative action is a form of action taken that favors members of a particular sex, race, religion, tribe that has been discriminated against in the past. Jake's decision to ensure equal opportunity to all genders is a type of affirmative action.
Answer:
The Pareto principle
Explanation:
The Pareto principle asserts that 80 percent of output will come from 20 percent of inputs. In different words, 80 percent of the results will come from 20 percent of the action. The Pareto principle is only an observation, not a law. The principle is applicable in business and almost all other disciplines.
In applying the Pareto principle, a business recognizes its best assets as uses efficiently to gain maximum value. The principle observes that similar amounts of input will yield different outputs. For business, results will never be evenly distributed, hence the need to identify and appreciate the minority inputs that will produce the majority of results.
<span>Consider this scenario: in response to an increase in the product's price, producers of mp3 players have increased the quantity supplied. this is an example of Law of Supply. </span><span>The </span>law of supply<span> states that the quantity of a good supplied rises as the market price rises, and falls as the price falls. </span>