Answer: (A) Capital structure
Explanation:
The capital structure is basically refers to the overall financial operation in an organization for the growth of the company. The combination of the debt and the equity is basically known as capital structure.
The equity is basically refers to the common and the preferred stock and the debt is one of the form of bond issue.
Therefore, the mixture of 40 percent debt and the 60 percent of the equity is refers to capital structure.
Answer:
Price elasticity of demand for Adam=0
Price elasticity of demand for Barb=1
Explanation:
Price elasticity of demand = %age change in demanded QTY / %age change in demanded price
The price is not important for Adam, and he demands a fixed quantity, hence his demand curve is vertical. A perfectly vertical demand curve is can inelastic demand curve and has price elasticity =0
The quantity is not important for Barb, and he demands a fixed price, hence his demand curve is horizontal. A perfectly horizontal demand curve is has price elasticity =1
Answer:
D) is 20% above expectations.
Explanation:
The Augusta Division was supposed to earn a net profit of $1,000,000 (= $2,000,000 - $1,000,000). Since the division's manager and his/her team were able to cut reduce fixed costs to $900,000 and increase contribution margin to $2,100,000 (either by increasing selling price or reducing variable costs), then the division earned a net profit of $1,200,000 (= $2,100,000 - $900,000). This net profit is 20% higher than expected, therefore the manager's (and his/her team's) overall performance was 20% above expectations.
Answer:
no capital gain or loss
Explanation:
A customer buys $10,000 of 30 year corporate bonds with 10 years left to maturity at 92. The customer elects not to accrete the discount annually. At maturity, the customer will have no capital gain or loss.
Answer:
Expected return of the portfolio = 8.57%
Explanation:
The expected return of the portfolio is the weighted average return of all assets in that portfolio, which is calculated as below:
The expected return of the portfolio = (Weight of U.S. government T-bills x Return of U.S. government T-bills) + (Weight of large-company stocks x Return of large-company stocks) + (Weight of small-company stocks x Return of small-company stocks)
= 47% x 4.08% + 38% x 11.38% + 15% x 15.53% = 8.57%
