Answer:
a. 11.88%
b. -3.68%
Explanation:
Given that
Risk free rate = 6%
Beta = 1.4%
Market rate = 10.2%
Risk free rate = 6%
Alpha return = 8.2%
a. The computation of expected return of portfolio is given below:-
= Risk free rate + Beta (Market rate - Risk free rate)
= 6% + 1.4% (10.2% - 6%)
= 11.88%
b. The calculation of Alpha of portfolio is shown below:-
= Alpha return - Expected return
= 8.2% - 11.88%
= -3.68%
Answer:
the estimated price of the stock in 5 years, using the Dividend Discount Model is $216.38
Explanation:
The calculation of the estimated price of the stock in 5 years is given below:
= 5th Year dividend ÷ (Required return - Growth Rate)
Dividend at year 5 should be
=Dividend at year 0 × (1 + Growth Rate)^5
= $8.69 × (1.061)^5 ÷ (0.11.5 - 0.061)
= $216.38
Hence, the estimated price of the stock in 5 years, using the Dividend Discount Model is $216.38
Answer:there are 4
Explanation:if you take the 16 businesses and multiply it by a quarter which is .25 and you will get 4
Answer:
a) The federal funds rate has a higher interest rate than the discount rate to encourage borrowing
Explanation:
The Feds fund rate is the rate at which banks borrow from each other usually overnight, while the discount rate is the interest rate charged by the Fed to commercial banks for borrowing directly from the Fed.
These borrowings help the commercial banks meet up their liquidity requirements.
The discount rate is higher than the Fed funds rate. This is to encourage banks to borrow from each other instead of borrowing directly from the Federal Reserve.
The Fed fund rate also tends to affect the prime lending rate (rate at which banks lend money to their clients).
So the statement - The federal funds rate has a higher interest rate than the discount rate to encourage borrowing. Is not correct
Answer:
40%
Explanation:
The computation of the return on equity is shown below:
= (Net income - interest expense) ÷ (weightage average of common stockholders' equity)
where,
Weightage average of common stockholders' equity equals to
= (Total common stockholders' equity at the beginning of the year + Total common stockholders' equity at the end of the year) ÷ 2
= ($410,000 + $290,000) ÷ 2
= $350,000
And, the other items values would remain the same
Now put these values to the above formula
So, the value would be equal to
= ($170,000 - $30,000) ÷ ($350,000)
= 40%
