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Add a column in your Excel worksheet with the average return across stocks for each month. This is the monthly return to an equally weighted portfolio of these 12 stocks. Compute the mean and standard...

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  1. Add a column in your Excel worksheet with the average return across stocks for each month. This is the monthly return to an equally weighted portfolio of these 12 stocks. Compute the mean and standard deviation of monthly returns for the equally weighted portfolio. Double check that the average return on this equally weighted portfolio is equal to the average return of all of the individual stocks. Convert these monthly statistics to annual statistics (as described in Step 3) for interpretation.

Answered 18 days After May 12, 2022

Solution

Prateek answered on May 31 2022
77 Votes
1. The companies provided in the list are used to determine the mean monthly return and standard deviation. Following are the mean monthly returns for individual stocks:
a. MSFT: 1.95%
. JPM: 1.20%
c. IBM: -0.12%
d. HSY: 1.01%
e. EBAY: 1.09%
f. GIS: 0.58%
g. DE: 1.37%
h. CAT: 0.95%
i. BA: 0.92%
j. ADM: 1.07%
The annual mean return is determined by multiplying the mean monthly return by 12 for each stock. Since the portfolio is equally weighted, the average annual return of each stock is taken to determine the annual average portfolio return.
Similarly, the standard deviation of each stock is computed. Following are the monthly SDs for individual stocks:
a. MSFT: 5.97%
. JPM: 6.34%
c. IBM: 6.16%
d. HSY: 5.02%
e. EBAY: 8.22%
f. GIS: 4.86%
g. DE: 6.96%
h. CAT: 7%
i. BA: 9.98%
j. ADM: 6.24%
Once the monthly SD is determined, same is multiplied by the square root of 12 to compute the annual SD for each stock. Finally, the average is taken to compute the portfolio SD.
Table below shows the computation of annual SD and mean for the portfolio as well as individual...
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