Answer:
plot of risk-return combinations available by varying portfolio allocation between a risk-free rate and a risky portfolio
Explanation:
The capital allocation line (CAL) is called as the capital market line tha developed on the graph for all the expected combinations related to the risk-free and risk assets. In this, the graph presented the return investor that expected earn by assuming the particular level of risk along with the investment
Therefore the first option is correct
Answer:
a. 16.00%
b. $13.50
Explanation:
a. The computation of the required return is shown below:
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
= 4% + 1.5 × (12% - 4%)
= 4% + 1.5 × 8%
= 4% + 12
= 16.00%
b. Now the stock price is
= Current year dividend ÷ (Required rate of return - growth rate)
= ($1 × 1.08) ÷ (16% - 8%)
= 1.08 ÷ 8%
= $13.50
We simply applied the above formulas
Answer:
The correct answer is a. It has a reputation for being speedy but inaccurate.
Explanation:
Taking into account the nature of this type of information (Informal), the idea that the greatest advantage is speed is reinforced because it is not necessary to comply with a series of regular channels such as authorizations or document printing to transmit the message. . However, within informal communication, a series of interpretations is usually generated that can generate a wrong handling depending on the person who receives it, so it is not advisable to do this unless the importance of the message is low and it can be communicated assertive way.
Answer:
$980,879
Explanation:
Recall that
PVAn = (CF1 / (i - g)) × [1 - ((1+g)n/ (1+i))n]
Where
CFI = 120000 × 2.5%
= 123000
i = 15%
g = 2.5%
n = 50
Thus
PVAn = ($123,000 / (15% - 2.50%)) × [1 - ((1+2.5%)50 / (1+15%))50]
= 984000 × 1 - (51.25)/(57.5)
= 984000 × 0.996828
= 980,878.752
= $980, 879
Answer:
he doesnt have any hair??
Explanation:
loll im kind of dumb sorry if i got it wrong
