Answer:
a: 12.8%
Explanation:
Standard Deviation would be calculated with the probability approach since there is probability given in the question.
- Formula of Standard Deviation and the solution is given in the pictures below.
- Although ERR the required part to calculate Standard Deviation is calculated in the text.
Calculating ERR:
ERR= Sum of Probabilities × Rate of returns.
In our question = ERR= 0.2 × 30% + 0.5 × 10% + 0.3 × (-6%) = 0.128 = 12.8%
Thus, by putting all the values in the formula you will get the answer 12.8%.
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Answer:
The current price of Hubbard's common stock is <u>$25.50</u>.
Explanation:
This can be calculated using the Gordon growth model (GGM) formula that assumes growth is dividend will be constant as follows:
P = D1/(r - g) ............................ (1)
Where,
P = Current stock price = ?
D1 = Next dividend = D0 * (1 + g) = $1.50 * (1 + 2%) = $1.53
r = required return = 8%, or 0.08
g = growth rate = 2%, or 0.02
Substituting the values into equation (1), we have:
P = $1.53 / (0.08 - 0.02) = $25.50
Therefore, the current price of Hubbard's common stock is <u>$25.50</u>.
Downturn and exceeds. If the economy in a market down turns more busisinesses fail and come up for sale.
Answer:
$1,250
Explanation:
Given the following :
Amount of marginable stock customer wishes to buy = $7,500
Restricted margin account with $2500 of SMA
Since the account is a restricted margin account, that is (account has fallen below intial requirement). There must be a deposit of 50% in the regulation T account.
Hence, to purchase a marginable stock of $7,500;
50% of $7,500 should be deposited;
50/100 × 7,500 = $3750
Since there is $2500 of SMA in restricted margin account
Hence, the amount needed will be ;
($3,750 - $2,500) = $1,250
