Use the following scenario analysis for stocks X and Y to answer the questions. Round to the nearest 1/100 of 1% (i.e., 15.07%).
Bear |
Normal |
Bull |
|
Market |
Market |
Market |
|
Probability |
15.00% |
50.00% |
35.00% |
Stock X |
-12.00% |
10.00% |
21.00% |
Stock Y |
-22.00% |
14.00% |
39.00% |
3.a) What are the expected rates of return for stocks X and Y
Expected Return=Respective return*Respective probability
Expected Return of X=(0.15*-12)+(0.5*10)+(0.35*21)=10.55%
Expected Return of Y=(0.15*-22)+(0.5*14)+(0.35*39)=17.35%
Use the following scenario analysis for stocks X and Y to answer the questions. Round to...
Bear Normal Bull Market Market Market Probability 15.00% 50.00% 35.00% Stock X -12.00% 10.00% 21.00% Stock Y -22.00% 14.00% 39.00% 3.b) What are the standard deviations for of returns for stocks X and Y ?
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Use the following scenario analysis for stocks X and Y to answer the questions. Bear Normal Bull Market Market Market Probability 35.00% 55.00% 10.00% Stock X -28.00% 9.00% 30.00% Stock Y -16.00% 15.00% 50.00% What is the expected rate of return for stock Y? Enter your answer rounded to two decimal places. Do not enter % in the answer box. For example, if your answer is 0.12345 or 12.345% then enter as 12.35 in the answer box. Use the following...
Use the following scenario analysis for stocks X and Y to answer the questions. Bear Normal Bull Market Market Market Probability 35.00% 55.00% 10.00% Stock X -28.00% 9.00% 30.00% Stock Y -16.00% 15.00% 50.00% What is the expected rate of return for stock X? and What is the standard deviation of return for stock Y? Enter your answer rounded to two decimal places.
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Use the following scenario analysis for stocks X and Y to answer the questions. Bear Normal Bull Market Market Market Probability 15.00% 50.00% 35.00% Stock X -13.00% 11.00% 28.00% Stock Y -26.00% 16.00% 46.00% What is the standard deviation of return for stock X? Assume you have a $200,000 portfolio and you invest $80,000 in stock X and the remainder in stock Y. What is the expected return for this portfolio? Enter your answer rounded to two decimal places.
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