Answer:
Investment in stock X is worth $21,387.60
Explanation:
Expected Return of the protfolio is calculated:
Where:
- Stock X return = 9.7%
- Stock Y Return = 17.7%
- Risk free = 3.8% (investment in Risk free = 18,000/78,000 = 23.08%)
- Investment in X+Y = 1 - Invetment in RF = 1 - 0.2308 = 0.7692
So, replacing the numbers
Where X+Y = 0.7692, so X = 0.7692-Y
Then
So Y = 0.0396/0.08 = 0.495 = 49.5%
X = 0.7692 - 0.495 = 0.2742 = 27.42%
27.42% * 78000 =
Detrimental relationship is a type of harmful relationship that may hurt a person in a relationship. Detrimental is something that has a damaging and harmful effect on someone or something.
Option E, All the above are examples of funded retention
Explanation:
Funded retention — risk management term refers to a program in which an entity retains assets in advance, instead of distributed to the insured or another group, to pay for risks incurred by the company.
The insurance exclusion is a common example of a transfer of risk to save premiums, as a deduction is a limited risk that can save insurance premium costs for greater risks.
Based on the cost or absence of commercial insurance companies actively maintain certain risks–which is commonly known as self-insurance.
Answer:
A. new plants and equipment purchased by a firm.
Explanation:
Option B is wrong because anything purchased by households cannot be the investment for a firm.
Option C is wrong because inventory is a current asset. Current assets cannot be an investment.
Option A is correct because if a company purchases any non-current assets like plant and equipment, its an investment for them.
Answer:
Explanation:
To answer this question, we first need to calculate the marginal utility per dollar for doughnuts. Recall that the marginal utility per dollar for a good is the marginal utility divided by the price of the good (=MU/P). For the first doughnut we have 10 (=10/$1), the second doughnut 9(=9/$1), third 9, fourth 8, fifth 7, sixth 6, seventh 5, eighth 4, ninth 3, tenth 2 and eleventh 1. The marginal utility per dollar for every cup of coffee is 5.5 (=5.5/$1). To determine how big the budget would have to be before Omar would spend a dollar buying his first cup of coffee, we compare the marginal utility per dollar values. Omar will purchase the first doughnut before he buys a cup of coffee because the marginal utility per dollar for the doughnut is greater than the marginal utility per dollar for the cup of coffee (10>1.5). The same is true for the second through the eighth doughnut. This implies Omar will buy 8 doughnuts at the price of $1 before he buys his first cup of coffee. Therefore his budget will need to $9 before he buys his first cup of coffee, $8 on the doughnuts and $1 for the cup of coffee.
Answer: $8
