11. Briefly answer the following question: Suppose that portfolio A has a monthly Sharpe ratio of 0.2 and portfolio B has an annual Sharpe ratio of 0.5. Which portfolio had the best performance according to the Sharpe ratio? 12. Considering the following table below. Calculate the volatility (standard deviation) of this portfolio. Calculate the expected return of this portfolio. Use arrays and add it in Excel file [8 points] \table[[Asset 1, Asset 2, Asset 3, Asset 4], [E(R) = 0.15, E(R) = 0 = 0.16, E(R) = 0.17,E(R) = 0.14 Asset 1 E(R₁) 0.15 E(σ1) 0.13 X₁ =? 1,2 0 12.4 0.6 Asset 2 E(R2)=0.16 E(02)=0.13 X2=0.25 1,3 0.3 13.4 -0.1 ง C Asset 3 Asset 4 E(R3) 0.17 E(03) 0.14 E(R4) 0.14 E(04)=0.09 X3 = 0.25 X4 = 0.3 T1.4 0.2 12,3=0.4

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
Section: Chapter Questions
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11. Briefly answer the following question:
Suppose that portfolio A has a monthly Sharpe ratio of 0.2 and
portfolio B has an annual Sharpe ratio of 0.5. Which portfolio had the best performance according to the Sharpe ratio?
12. Considering the following table below. Calculate the volatility (standard deviation) of this portfolio. Calculate the
expected return of this portfolio. Use arrays and add it in Excel file [8 points] \table[[Asset 1, Asset 2, Asset 3, Asset
4], [E(R) = 0.15, E(R) = 0
= 0.16, E(R) = 0.17,E(R) = 0.14
Asset 1
E(R₁) 0.15
E(σ1) 0.13
X₁ =?
1,2
0
12.4
0.6
Asset 2
E(R2)=0.16
E(02)=0.13
X2=0.25
1,3 0.3
13.4 -0.1
ง
C
Asset 3
Asset 4
E(R3)
0.17
E(03)
0.14
E(R4) 0.14
E(04)=0.09
X3 = 0.25
X4 = 0.3
T1.4 0.2
12,3=0.4
Transcribed Image Text:11. Briefly answer the following question: Suppose that portfolio A has a monthly Sharpe ratio of 0.2 and portfolio B has an annual Sharpe ratio of 0.5. Which portfolio had the best performance according to the Sharpe ratio? 12. Considering the following table below. Calculate the volatility (standard deviation) of this portfolio. Calculate the expected return of this portfolio. Use arrays and add it in Excel file [8 points] \table[[Asset 1, Asset 2, Asset 3, Asset 4], [E(R) = 0.15, E(R) = 0 = 0.16, E(R) = 0.17,E(R) = 0.14 Asset 1 E(R₁) 0.15 E(σ1) 0.13 X₁ =? 1,2 0 12.4 0.6 Asset 2 E(R2)=0.16 E(02)=0.13 X2=0.25 1,3 0.3 13.4 -0.1 ง C Asset 3 Asset 4 E(R3) 0.17 E(03) 0.14 E(R4) 0.14 E(04)=0.09 X3 = 0.25 X4 = 0.3 T1.4 0.2 12,3=0.4
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