Answer:
ME should make the investment because it results in not only higher market share but also a $24,000 increase in profits.
Explanation:
Currently ME's marketing expenditures represent 25% of the industry's marketing expenditures and it matches his market share. Using the competitive parity approach, three additional market share points should cost $120,000 ($40,000 for each point) and should increase gross profits to a total of $1,344,000 ($144,000 increase). The difference between incremental revenue and incremental expenses = $144,000 - $120,000 = $24,000.
Answer:
C. Rapid rises in price levels made the Zimbabwean dollar near worthless in terms of purchasing power.
Explanation:
As in the given situation it is mentioned that 10 year old boy has the bill of billion dollar this represented that the country really printed the bill of billion dollar. It means that the attempt is to be done in order to print a currenct note of higher denomination that also represent that the country would increased such level also at the same time a big amount is required to purchased the goods and services.
Also the high denomination values would not consist of actual value as they have purchasing power i.e. negligible
The answer is a , make sure you pick that oneb
Answer:
b.$57.08
Explanation:
Current price=D1/(Required return-Growth rate)
=(3.38*1.047)/(0.109-0.047)
which is equal to
=$57.08.
The given statement is FALSE.
Explanation:
This is an example of adverse selection.
Adverse selection applies to a case in which the purchasers and distributors of the insurance policy don't have the same details at their fingertips. A typical definition of health insurance is where a person wants to learn if he is ill and in need of health coverage before paying for a health insurance package.
Examples of adverse selection in life insurance involve cases when a person with a high-risk career, such as a racing car driver or someone dealing with weapons, obtains a life insurance policy without the need for an insurance provider realizing that they have a risky position.