Answer:
Pay-off Probability EV Payoff - Mean (Pay-off - Mean)2.P
$ $
0 0.50 0 -190 18,050
200 0.20 40 10 20
500 0.30 150 210 13,230
Mean 190 Variance 31,300
Standard deviation = √ Variance
Standard deviation = √ 31,300
Standard deviation = 176.92
Explanation:
In this case, we need to determine the mean, which is the product of pay-off and probability. Then, we will deduct the mean from the pay off. raise the difference between the pay-off and mean to power 2 and multiply by probability. This gives the variance of the pay-off. The square root of the variance of the pay-off gives the standard deviation of the pay-off.
Answer: D. the untrue statements were not material
Explanation: In the registration statement Space Trips inc filed to SEC before public offering , the registration was containing false and immaterial statement of which the public are not aware of . So it best defense will be " the untrue statements were not material", since Space Trips inc have been charge with violating the Securities Act of 1933.
The over time rate of pay is $22.5 overtime per hour. While the total gross pay at 43 hours is 667.5 dollars.
a. The regular salary = $2600 monthly
The annual salary = $2600 * 12
= 31200 dollars.
The weekly salary in a year
We have 52 weeks in a year
Weekly salary = 31200/52
= 600 dollars.
She works for 40 hours weekly.
Pay per hour = 600/40
= 15
The overtime pay per hour that Rebecca receives

= 15 * 1.5
= 22.5
Therefore Huang's overtime pay is 22.5 dollars.
b. If she works 43 hours during the week
15 dollars * 40 hours = 600 dollars
43-40 = 3 overtime hours
3 x 22.50 per hour = 67.5 dollars.
The total gross wages = 600 dollars + 67.5 dollars
= 667.5 dollars.
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Answer:
e. Portfolio P has the same required return as the market (rM).
Explanation:
The answer is e. Portfolio P has the same required return as the market (rM).
let's find the beta of the portfolio = 0.5 * 0.7 + 0.5 * 1.3 = 1.0
From the information above , the required return on the portfolio = risk free rate + beta * (Expected market return - risk free rate) = risk free rate + 1 * (Expected market return - risk free rate) = Expected market return.