Answer:
CAPM= RF+ B(RM-RF)= Required return
3+1.1(12)=16.2% is the required return according to the CAPM method
The stock is expected to return 16.2% in the form of price appreciation and dividends. In this case the dividends are expected to be 2$ and 2/69=2.89 %.
So we know that out of the 16.2 % expected return 2.89% will come from dividends and the rest by increase in stocks price, so in order to find the increase in stocks price we subtract 2.89% from 16.2% and we get 13.31%.
So the stocks price is expected to increase by 13.31%
1.1331*69= 78.18
The investors expected the stocks price to be $78.18 at the end of the year
Explanation:
Answer:
Explanation:
B C and D have become tools that have been tried.
Deficit spending is a budget/government policy. Its use should be very limited.
Same with Increased Government Spending. FDR was the master at controlled government spending.
Reducing income taxes is another government policy.
So only A is an example of monetary policy. This is a regulation imposed on the Banks by the Federal Reserve.
Answer:
"$224,000" is the correct solution.
Explanation:
The given values are:
Corporation purchased percentage,
= 25%
Original investment,
= $210,000
Short's net income,
= $80,000
Paid cash dividend,
= $24,000
Now,
The share of net income will be:
= 
= 
= 
($)
The cash dividend will be:
= 
= 
= 
($)
hence,
On December 31, 2021, the balance will be:
= 
= 
= 
= 
($)
The answer is C. Produced and consumed in one country.
Goods that are created and used domestically are not imported goods because imported goods means coming from other country, it's not also exported goods since it is not exported to other county. Rather it is being produced and used of the same country.
Answer:
The correct answer is Option A.
Explanation:
The effective interest rate (EIR) method is used when a bond is purchased at a discount or premium.
In the case of the question, the bond was purchased at $9,631 with a face value of $10,000. Interest expense is calculated as the bond price multiplied by the market rate, i.e. $9,631 x 11% = $1,059.41.
Therefore, ABC Company would record $1,059 on the first annual interest payment date using the effective-interest method.
