Question 3 a) You intend to construct a 2-asset portfolio. Three stock candidates are available with the following probability distribution of their returns: Return on Return on Return on Probability Stock X Stock Y Stock Z (%) 5 (%) 6 (%) 10 0.35 0.4 9 9 12 0.25 4 14 How many 2-asset portfolio combinations can be created? Provide their names. Compute the covariance between the returns of various stock combinations Provide an estimate of correlation between returns of various stock combinations Which stocks emerges as the most ideal candidates to be held as a portfolio? Why? b) “There is no alpha in an efficient market". In light of this statement, briefly describe market efficiency and its forms and why an investor may not be able to locate stocks that provide a positive alpha (undervalued stocks) consistently. (150 – 200 words)

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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Question 3
a) You intend to construct a 2-asset portfolio. Three stock candidates are available with the following
probability distribution of their returns:
Return on
Return on
Return on
Probability
Stock X
Stock Y
Stock Z
(%)
(%)
(%)
0.35
0.4
5
10
9
12
0.25
4
14
i)
ii)
How many 2-asset portfolio combinations can be created? Provide their names.
Compute the covariance between the returns of various stock combinations
Provide an estimate of correlation between returns of various stock combinations
Which stocks emerges as the most ideal candidates to be held as a portfolio? Why?
iv)
b) “There is no alpha in an efficient markeť". In light of this statement, briefly describe market efficiency
and its forms and why an investor may not be able to locate stocks that provide a positive alpha
(undervalued stocks) consistently. (150 – 200 words)
Transcribed Image Text:Question 3 a) You intend to construct a 2-asset portfolio. Three stock candidates are available with the following probability distribution of their returns: Return on Return on Return on Probability Stock X Stock Y Stock Z (%) (%) (%) 0.35 0.4 5 10 9 12 0.25 4 14 i) ii) How many 2-asset portfolio combinations can be created? Provide their names. Compute the covariance between the returns of various stock combinations Provide an estimate of correlation between returns of various stock combinations Which stocks emerges as the most ideal candidates to be held as a portfolio? Why? iv) b) “There is no alpha in an efficient markeť". In light of this statement, briefly describe market efficiency and its forms and why an investor may not be able to locate stocks that provide a positive alpha (undervalued stocks) consistently. (150 – 200 words)
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