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Consider the following two stock portfolio (A, B) with 40% invested in stock A. Graph the frontier (mean y-axis, sigma x-axis) with correlations between -1
Consider the following two stock portfolio (A, B) with 40% invested in stock A. Graph the frontier (mean y-axis, sigma x-axis) with correlations between -1 and +1 (0.1 intervals). PROVIDE THE SIGMA AND MEAN for COLUMN B AND COLUMN C. For excel, please provide formulas.
TWO STOCKS Varying the correlation coefficient | Column B | Column C | |||
Stock A | Stock B | ||||
Mean | 3.00% | 8.00% | |||
Sigma | 15.00% | 22.00% | |||
Correlation | 0.3000 | ||||
Sample portfolio computation | |||||
Stock A proportion | |||||
Stock B proportion | |||||
Portfolio mean | |||||
Portfolio sigma | |||||
Data table: varying proportion of K | |||||
Sigma | Mean | ||||
-1 | |||||
-0.9 | |||||
-0.8 | |||||
-0.7 | |||||
-0.6 | |||||
-0.5 | |||||
-0.4 | |||||
-0.3 | |||||
-0.2 | |||||
-0.1 | |||||
0 | |||||
0.1 | |||||
0.2 | |||||
0.3 | |||||
0.4 | |||||
0.5 | |||||
0.6 | |||||
0.7 | |||||
0.8 | |||||
0.9 | |||||
1 |
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