Using historical risk premiums from Table 5.4 over the 1926-2016 period as your guide, what would be
Question:
Using historical risk premiums from Table 5.4 over the 1926-2016 period as your guide, what would be your estimate of the expected annual HPR on the BigNalue portfolio if the current risk-free interest rate is 3%?
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A. 1926-June 2016
Mean excess return
(annualized)
Standard deviation
(annualized)
Sharpe ratio
Lower partial SD
(annualized)
Skew
Kurtosis
VaR (1%) actual (monthly)
returns.
VaR (1%) normal
distribution
% of monthly returns more
than 3 SD below mean
Expected shortfall
(monthly)
B. 1952-June 2016
Mean excess return
(annualized)
Standard deviation
(annualized)
Sharpe ratio
Lower partial SD
(annualized)
Skew
Kurtosis
VaR (1%) actual (monthly)
returns
VaR (1%) normal
distribution
% of monthly returns more
than 3 SD below mean
Expected shortfall
(monthly)
Market Index
08.30
18.64
0.45
19.49
0.20
7.77
-13.95
-11.87
0.94%
-20.14
7.52
14.89
0.50
16.51
-0.52
1.90
-10,80
-9.37
0.66%
-18.85
Big/Growth
7.98
18.50
C.43
18.57
-0.10
5.55
- 14.68
-11.80
0.75%
-20.33
7.18
15.54
C.46
15.67
-0.36
1.81
-10.90
-9.84
C.66%
-17.99
Big/Value
11.67
24.62
0.47
22.78
1.70
19.05
-19.53
-15.63
0.94%
-24.30
9.92
15.95
0.62
16.01
-0.29
2.26
-11.94
-9.89
0.80%
-21.30
Small/Growth Small/Value
8.79
26.21
0.34
25.92
0.70
7.83
-20.59
- 16.92
0.75%
-25.02
7.05
22.33
0.32
23.79
-0.36
2.17
-16.93
-14.41
0.93%
-24.66
15.56
28.36
0.55
25.98
2.19
22.21
-20.47
-17.87
0.57%
-25.76
Table 5.4
Statistics for monthly excess returns on the market index and four style portfolios
Sources: Author's calculations using data from Prof. Kenneth French's website: http://mba.tuck.dartmouth.edu/pages/faculty/
A. 1926-June 2016
Mean excess return
(annualized)
Standard deviation
(annualized)
Sharpe ratio
Lower partial SD
(annualized)
Skew
Kurtosis
VaR (1%) actual (monthly)
returns.
VaR (1%) normal
distribution
% of monthly returns more
than 3 SD below mean
Expected shortfall
(monthly)
B. 1952-June 2016
Mean excess return
(annualized)
Standard deviation
(annualized)
Sharpe ratio
Lower partial SD
(annualized)
Skew
Kurtosis
VaR (1%) actual (monthly)
returns
VaR (1%) normal
distribution
% of monthly returns more
than 3 SD below mean
Expected shortfall
(monthly)
Market Index
08.30
18.64
0.45
19.49
0.20
7.77
-13.95
-11.87
0.94%
-20.14
7.52
14.89
0.50
16.51
-0.52
1.90
-10,80
-9.37
0.66%
-18.85
Big/Growth
7.98
18.50
C.43
18.57
-0.10
5.55
- 14.68
-11.80
0.75%
-20.33
7.18
15.54
C.46
15.67
-0.36
1.81
-10.90
-9.84
C.66%
-17.99
Big/Value
11.67
24.62
0.47
22.78
1.70
19.05
-19.53
-15.63
0.94%
-24.30
9.92
15.95
0.62
16.01
-0.29
2.26
-11.94
-9.89
0.80%
-21.30
Small/Growth Small/Value
8.79
26.21
0.34
25.92
0.70
7.83
-20.59
- 16.92
0.75%
-25.02
7.05
22.33
0.32
23.79
-0.36
2.17
-16.93
-14.41
0.93%
-24.66
15.56
28.36
0.55
25.98
2.19
22.21
-20.47
-17.87
0.57%
-25.76
Table 5.4
Statistics for monthly excess returns on the market index and four style portfolios
Sources: Author's calculations using data from Prof. Kenneth French's website: http://mba.tuck.dartmouth.edu/pages/faculty/
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