Answer:
$51.22
Explanation:
For computing the intrinsic value, first we have to determine the current year dividend and expected rate of return which is shown below:
The computation of the next year dividend is shown below:
= $3 + $3 × 3.8%
= $3 + 0.114
= $3.114
And, the expected rate of return would be
= Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
= 2.4% + 0.88 × (10.9% - 2.4%)
= 2.4% + 0.88 × 8.5%
= 2.4% + 7.48%
= 9.88%
Now the intrinsic value would be
= Next year dividend ÷ (Required rate of return - growth rate)
= $3.114 ÷ (9.88% - 3.8%)
= $3.114 ÷ 6.08%
= $51.22
 
        
             
        
        
        
B definitely b because why not
        
             
        
        
        
His net pay is $328.16.
The first step is to calculate Jerome’s salary. 
Regular time - 40 x $7.80 = $312
Overtime - 5 x $7.80 x 1.5 = $58.50
Total Salary = $312 + 58.50 = $370.50
The next step is to calculate the deductions:
Social security = 370.50 x .062 = $22.97
Medicare = 370.50 x .0145 = $5.37
Federal Income Tax = $14
Total Deductions = 22.97 + 5.37 + 14 = $42.34
$370.50 - $42.34 = $328.16
 
        
             
        
        
        
Answer:
C. lower, higher
The reason for this is that when growth rates are lower investors will be willing to pay less for the stock is because low growth rate mean that the capital gains will be less as stock price is less likely to increase in the future and dividend growth is also less. Also  the DDM model D*(1+G)/1-R shows that mathematically a lower growth rate would mean lower stock price
Also Higher required returns mean that the investor requires higher returns to buy the stock, because he may view the stock as risky and requires higher returns for the risk he is taking or he may have a higher opportunity cost (for eg interest rates may be high) with other investments. Mathematically the DDM model D*(1+G)/R-G shows us that a higher R would mean lower stock price.
Explanation:
 
        
                    
             
        
        
        
Answer: A. Extensive
Explanation: When Corey runs out of shampoo he buys whatever brand is on sale at his local CVS drugstore.
From the above question, Corey has an extensive decision making on toothpaste purchase as he does not have any brand loyalty. He buys whatever brand is available for him to buy and he is not particular about the name, the size or content of the product he is buying.