Question

In: Finance

Rob McGowan collects data from General Motors, General Electric, Oracle, and Microsoft. His professor seeks to...

Rob McGowan collects data from General Motors, General Electric, Oracle, and Microsoft. His professor seeks to form a portfolio using these stocks. ?

3. Compute the “beta” for each stock (Use DJIA as the market return).

a) What does beta measure?

1997-06-01

4.93

1997-07-01

5.05

1997-08-01

5.14

1997-09-01

4.95

1997-10-01

4.97

1997-11-01

5.14

1997-12-01

5.16

1998-01-01

5.04

1998-02-01

5.09

1998-03-01

5.03

1998-04-01

4.95

1998-05-01

5.00

1998-06-01

4.98

1998-07-01

4.96

1998-08-01

4.90

1998-09-01

4.61

1998-10-01

3.96

1998-11-01

4.41

1998-12-01

4.39

1999-01-01

4.34

1999-02-01

4.44

1999-03-01

4.44

1999-04-01

4.29

1999-05-01

4.50

1999-06-01

4.57

1999-07-01

4.55

1999-08-01

4.72

1999-09-01

4.68

1999-10-01

4.86

1999-11-01

5.07

1999-12-01

5.20

2000-01-01

5.32

2000-02-01

5.55

2000-03-01

5.69

2000-04-01

5.66

2000-05-01

5.79

2000-06-01

5.69

Month Sale Date GM GE Oracle Microsoft DJIA
1 1-Jun-97 -0.86995 10.49754 21.13459 2.77686 4.485357
2 1-Jul-97 1.710171 9.648689 -0.91827 0.450306 5.939172
3 1-Aug-97 14.31172 5.415162 13.06766 12.58405 6.10839
4 1-Sep-97 -2.62739 -9.50521 4.180328 -6.00114 -6.97605
5 1-Oct-97 10.83401 9.592326 -5.58615 1.270802 5.156892
6 1-Nov-97 -1.20823 -0.70022 -0.33333 0.179265 -4.25563
7 1-Dec-97 -8.00688 10.23692 -11.1204 7.217417 4.413641
8 1-Jan-98 6.896552 -0.81103 -30.0094 -10.1252 -1.30861
9 1-Feb-98 -0.41824 8.503679 10.34946 19.83906 2.523061
10 1-Mar-98 17.14 -2.52101 -2.07065 7.592975 5.459818
11 1-Apr-98 2.11712 12.89185 30.0995 8.473356 3.717582
12 1-May-98 1.760057 -0.41652 -18.5468 -0.84089 3.143211
13 1-Jun-98 3.741617 -2.50618 -10.7981 -6.56104 -2.45652
14 1-Jul-98 -0.88465 10.02896 5.526316 30.61858 1.415543
15 1-Aug-98 3.833245 -0.65811 10.72319 -0.85939 -2.89468
16 1-Sep-98 -17.0466 -7.60979 -22.8604 -6.63962 -10.9177
17 1-Oct-98 -4.77851 -8.6357 31.38686 2.78546 -2.48996
18 1-Nov-98 20.29924 17.07705 10.88889 1.691332 14.06637
19 1-Dec-98 10.07982 4.292582 23.34669 22.37762 4.909059
20 1-Jan-99 2.512648 11.95258 16.8156 7.088803 0.524331
21 1-Feb-99 30.48698 1.411765 37.06537 24.70436 1.789155
22 1-Mar-99 -10.9758 -1.23312 -7.10299 -12.2586 -0.22385
23 1-Apr-99 5.181951 10.58264 -29.4921 22.1695 5.444954
24 1-May-99 9.7295 -4.24731 0.929512 -13.8203 12.02318
25 1-Jun-99 -8.76355 -2.89773 -2.14889 -1.72759 -3.79884
26 1-Jul-99 -1.99462 8.718549 48.07843 16.16561 4.437037
27 1-Aug-99 -8.50214 -2.12594 0.95339 -6.99638 -3.79942
28 1-Sep-99 7.967033 5.396384 -1.15425 8.925834 2.742073
29 1-Oct-99 -4.35564 3.246239 20.11677 -2.59796 -6.07869
30 1-Nov-99 10.44177 11.29857 13.07998 2.667259 3.655407
31 1-Dec-99 5.367273 4.012059 38.10082 0.876813 3.285621
32 1-Jan-00 5.300939 11.46042 67.11941 25.0778 3.265296
33 1-Feb-00 14.2302 -8.34167 -8.56756 -11.685 -2.78644
34 1-Mar-00 -12.9032 -3.39731 32.40741 -11.7836 -8.17975
35 1-Apr-00 16.44444 20.82667 7.524476 0.077084 10.69253
36 1-May-00 9.291357 1.323001 3.655047 -19.1901 -3.65481
37 1-Jun-00 -24.6844 -1.39307 -2.2713 -12.0915 -1.47598

Solutions

Expert Solution

Beta can be caluclated using the formula using excel:

Beta measures the stock's sensitivity with respect to market. Beta of 1 indicates that if the market increases by 1 unit, the stock also increases by 1 unit.

Beta of greater than 1 indicates that the stock is aggresive, that is, it swings more than the market over time. If market increases(decreases) by 1 unit, the stock increases(decreases) by more than 1 unit.

Similarly, if the beta is less than 1, it is called a defensive stock, that is the stock moves less than the market.

If Rob McGowan seeks to create a portfolio using these stocks, he must select the stock based on his risk appetite.
In the screenshot attached above, there is also a correlation matrix, which measures the pair-wise co-movement of stocks. The get the maximum benefit of diversification, he must select the stocks with low (or negative correlation) for the portfolio.


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