Answer:
- Stock is overpriced/ overvalued.
- Sell if you own it.
- Don't buy if you don't.
Explanation:
Use CAPM to find the required return on the stock:
Required return = Risk free rate + beta * ( Market return - risk free rate)
= 2.5% + 1.3 * (7% - 2.5%)
= 8.35%
Price based on Constant Dividend Growth Model (CDGM):
Price = Next dividend / (Required return - growth rate)
Next dividend = 1.40 * ( 1 + 4%)
= $1.456
Price = 1.456 / (8.35% - 4%)
= $33.47
<em>Stock is selling for $35. It is overvalued. Don't buy the stock. Sell if you have the stock. </em>
If Martin had 24 5 pounds of grapes left. The expression that shows the pounds of grapes martin has if he doubles his current amount is: (2) (2) (2) (four-fifths).
<h3>
Double amount of grapes</h3>
Given: Current amount of grapes=2 4/5=14/5
Double amount of grapes=2×14/5=28/5
Hence:
2(2)+(2) 4/5
=4+8/5
=28/5
The expression is: (2) (2) (2) (four-fifths) or 2(2)+(2) 4/5.
Therefore If Martin had 24 5 pounds of grapes left. The expression that shows the pounds of grapes martin has if he doubles his current amount is: (2) (2) (2) (four-fifths).
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Answer:
The answer is: A) degree to which the data is an accurate portrait of the target population.
Explanation:
To explain data generalizability I like to use election polls as an example. There are over 200 million voters in the US, and polls only cover a few thousands of voters, it is impossible to survey the whole population. Data generalizability refers to how well does the election polls reflect the real outcome of an election. Can the data sample used in the polls serve as a true parameter to know the real outcome of the election? Some polls are accurate and others aren't, accurate polls have high data generalizability.
A=p(1+rt)
A=future value
P=present value
R=interest rate
T=time
If you want to find present value
P=A/(1+rt)
If you want to find interest rate
R=[(A/p)-1]divided by t
Finally if you want to find time
T=[(A/p)-1]divided by r
Answer:
In the United States, banks keep the entire value of all customer deposits in the bank vault to meet customer withdrawals. FALSE.
Banks keep only a portion of the customer deposits in the bank vault. A small portion is kept with the Fed called the Reserve Requirement.
Banks typically loan out a portion of customer deposits. TRUE.
Banks only loan out the portion of customer deposits that they did not leave with the Fed.
Bank runs occur when many customers attempt to withdraw deposits from a bank at the same time and the bank is unable to pay all customer withdrawals. TRUE.
When too many people try to withdraw from a bank, the bank might not meet these obligations because they loaned out money to people and those people were not yet due to pay back. This is a bank run.
The Federal Deposit Insurance Corporation (FDIC) protects bank depositors from bank failure. TRUE.
The fractional reserve banking system requires all banks to keep the total value of customer deposits in their vaults to prevent bank runs. FALSE.
As explained in the first paragraph, the Fed requires that banks keep a portion of customer deposits with the Fed instead of the total value of customer deposits.
