Answer:
B. Portfolio B with E(R)=13% and STD=18%
Explanation:
The computation is shown below;
Reward to risk ratio = (15% - 5%) ÷ 20% = 0.5
The porfolio should be in line i.e.
= 0.05 + 0.5 × standard deviation
For portfolio A
= 0.05 + 0.5 × 25
= 17.5%
For portfolio C
= 0.05 + 0.5 × 1
= 5.5%
Portfolio B, the std is 18%
So,
= 0.05 + 0.5 × 18%
= 14%
You can go to history.com
A cash dividend is a payment made from the corporation's current earnings or accumulated profits to stockholders in general.
<h3>What is Cash dividend?</h3>
A cash dividend is a payment made from the corporation's current earnings or accumulated profits to stockholders in general. Instead of being distributed as a stock dividend or another kind of value, cash dividends are paid in cash.
Typically referred to as dividends, cash dividends are a distribution of a corporation's net income. Dividends are comparable to the draws and withdrawals made by a solo proprietor. The income statements will not include the withdrawals and dividends because they are not expenses.
You must have the stock in your demat account on the record date of the dividend issue in order to be eligible for dividends. To ensure that the stocks are delivered to your demat account by the record date, you should have purchased the stock at least one day before the ex-date.
Hence, The last day to purchase the stock and receive the dividend is 2 business days prior to record date or the 18th. Ex date - or the very first day the stock trades without the value of the dividend - is the 19th.
To learn more about Cash dividend refer to:
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Answer:
E. None of the above
Explanation:
First we need to calculate the holding period return
Holding period return is the rate of return which an assets earns during the period in which it holds the assets.
Holding Period Return = (Selling Price - Initial Price + Dividend ) / Initial Price
Holding Period Return = ($24 - $21 + $2.04 ) / $21 = 0.24 = 24%
Now we need to calculate the expected return on the stock using CAPM formula as follow
Expected return = Risk free rate + Beta ( Market Risk Premium )
Expected return = rf + beta ( E(rm) )
Placing values in the formula
Expected return = 8% + 1.2 ( 16% )
Expected return = 27.2%
Abnormal return is the difference of Holding period return and expected return
Abnormal return = 27.2% - 24% = 3.2%
Answer:
(A) 11.3% (B) $430,000
Explanation:
There seems to be an error in the compounding equation written as A(t) = 50,000(1.055)2t.
Compounding the semi annual return, the equation should be
where t is the number of years.
The equation is similar to the first expected that 1.055 is raised to the power of (2t) and not multiplied by it.
(A) Compounding at 5.5% semi-annually, the equivalent annual growth rate is computed as follows.
= 
= 1.113025 - 1
= 0.113025 = 11.3025%
= 11.3% (to the nearest tenth of a percent).
(B) In 20 years, the investment will be worth
(where t=20)
= 
= 
= 50,000 * 8.5133
= $425,665
= $430,000 (to the nearest ten thousand dollars)
