Answer:
Ans. The cost of equity capital is 6.5 (6.5%)
Explanation:
Hi, all we need to do is fill the following equation with the data from the problem.
Where:
rf = Risk free rate (in our case, 2%)
MRP = market risk premium (in our case, 6%)
r(e) = Cost of equity capital
Therefore, this is what we get.
So the cost of equity capital is 6.5% or 6.5 as the problem suggests to answer.
Best of luck.
Frank cannot claim Anna or Marvin as a dependent.
Explanation:
Because Frank gives Anna and Marvin every support, support tests are straightforward.
Anna earns revenue in excess of $4200 and can not therefore be requested as dependent. In fact, Marvin does not stay with Frank and can not therefore be stated as dependent.
The income tax credit, EITC or EIC is a bonus to low- and moderate-income employers. To apply, you must fulfill certain criteria and file a tax report, even if you are not obliged to pay a bill. The level of tax you pay is lowered by the EITC and a refund is probable.
Answer:
The opportunity cost of the time spent studying includes: 2) the benefit that could have been received at the street festival
Explanation:
The cost of opportunity is the alternative that you sacrifice when you choose an option. It represent the <u>benefits that you misses out</u> on when choosing one alternative over another.
In this case, the cost of opportunity is the benefit that could have been received at the street festival, because that is the option you leave behind.
Earning a high score on your midterm is the product of your decision
Answer:
Social
Explanation:
Social responsibility refers to an individual or organization's obligations towards society to protect and preserve environment and natural resources. Organizations are supposed to earn profits without hampering the environment.
Here, King Mechanic earns profit but fails to fulfill social responsibility of disposing used oil safely as instructed in the environmental regulations.
Answer:
Based on selecting a sample of 300 computers The probability questions are follows
1. . What is the probability that no computer needs service within the warranty period?
2 . What is the probability that more than half of the computers that are sampled will need warranty period?
3. What is the expected number of computers fail before the warranty period?
