Answer:
The current portfolio has three stocks X, Y and Z and expected returns are are 6 percent, 19 percent, and 15 percent respectively.
Explanation:
The formula to calculate expected returns of the portfolio is:
Weighted return = Probability * Expected Return
The sum of weighted return is the expected return of the portfolio
Weighted return = (32% x 6% = 1.9%) + (20% x 19% = 3.8%) + (48% x 15% = 7.2%)
Expected return on portfolio = (1.9% + 3.8% + 7.2% = 12.9%)
The expected return of the portfolio is 12.9%
Answer:
The correct answer is letter "A": Even if a market is semi-strong-form efficient, an investor could still earn a better return than the market return if he or she had inside information.
Explanation:
The semi-strong efficiency of the market is part of the Efficiency Market Hypothesis (EMH) that states <em>changes in stock prices can be predicted as the result of all available information provided to investors</em> instead of using fundamental or technical analysis. Thus, "beating the market" could be a matter of chance and not skill.
Then, <em>investors could still beat a semi-strong-form efficient market compared to a market in which investors could obtain (somehow) insider information.</em>
Answer:
5.403%
Explanation:
Calculation for the expected return on the market
Using this formula
Expected return =(Expected return-Risk-free rate of return)/Stock beta +Risk-free rate of return
Where,
Expected return=12.10%
Risk-free rate of return=4.6%
Stock beta =1.40%
Let plug in the formula
Expected return =(0.121-0.046)/0.014+0.046
Expected return =0.075/0.014+0.046
Expected return=5.357+0.046
Expected return =5.403%
Therefore the expected return on the market will be =5.403
Answer:
Lamination= $50,000
Explanation:
Giving the following information:
Metro Inc. has two production departments:
Lamination and Molding
Three service departments:
Human Resources, Technology Support, and Purchasing.
The $200,000 costs of Human Resources are allocated based on the number of employees in each production department.
The Lamination department has 40 employees.
The Molding department has 120 employees.
Proportion of employees:
Lamination= 40/160= 25%
Molding= 120/160= 75%
Allocation:
Lamination= 200,000*0.25= $50,000
Molding= 200,000*0-75= $150,000
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