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^GSPC ^BSESN ^KS11 Date Adj. Closing Price Adj. Closing Price Adj. Closing Price 12/31/2011 1312.41 17193.55 2030.25 12/1/2011 1257.6 15454.91992 1955.79 11/1/2011 1246.959961 16123.45996 1825.73999

^GSPC ^BSESN ^KS11
Date Adj. Closing Price Adj. Closing Price Adj. Closing Price
12/31/2011 1312.41 17193.55 2030.25
12/1/2011 1257.6 15454.91992 1955.79
11/1/2011 1246.959961 16123.45996 1825.73999
10/1/2011 1253.300049 17705.00977 1847.51001
9/1/2011 1131.420044 16453.75977 1909.030029
8/1/2011 1218.890015 16676.75 1769.650024
7/1/2011 1292.280029 18197.19922 1880.109985
6/1/2011 1320.640015 18845.86914 2133.209961
5/1/2011 1345.199951 18503.2793 2100.689941
4/1/2011 1363.609985 19135.96094 2142.469971
3/1/2011 1325.829956 19445.2207 2192.360107
2/1/2011 1327.219971 17823.40039 2106.699951
1/1/2011 1286.119995 18327.75977 1939.300049
12/1/2010 1257.640015 20509.08984 2069.72998
11/1/2010 1180.550049 19521.25 2051
10/1/2010 1183.26001 20032.33984 1904.630005
9/1/2010 1141.199951 20069.11914 1882.949951
8/1/2010 1049.329956 17971.11914 1872.810059
7/1/2010 1101.599976 17868.28906 1742.75
6/1/2010 1030.709961 17700.90039 1759.329956
5/1/2010 1089.410034 16944.63086 1698.290039
4/1/2010 1186.689941 17558.71094 1641.25
3/1/2010 1169.430054 17527.76953 1741.560059
2/1/2010 1104.48999 16429.55078 1692.849976
1/1/2010 1073.869995 16357.95996 1594.579956
12/1/2009 1115.099976 17464.81055 1602.430054
11/1/2009 1095.630005 16926.2207 1682.77002
10/1/2009 1036.189941 15896.28027 1555.599976
9/1/2009 1057.079956 17126.83984 1580.689941
8/1/2009 1020.619995 15666.63965 1673.140015
7/1/2009 987.47998 15670.30957 1591.849976
6/1/2009 919.320007 14493.83984 1557.290039
5/1/2009 919.140015 14625.25 1390.069946
4/1/2009 872.809998 11403.25 1395.890015
3/1/2009 797.869995 9708.5 1369.359985
2/1/2009 735.090027 8891.610352 1206.26001
1/1/2009 825.880005 9424.240234 1063.030029
12/1/2008 903.25 9647.30957 1162.109985

1. Compute monthly holding period return using Adj. close prices.

2. Use the Excel functions to compute mean and standard deviation of the monthly return for each index

3. To achieve international diversification, John invest GSPC and BSESN indexes. What are the weights on the two indexes to achieve the optimal international portfolio? what are the mean and standard deviation of returns on his optimal international portfolio. (ALL CALCULATIONS SHOULD BE DONE IN EXCEL)

4.Mary instead invests in GSPC and KS11. What are the weights on the two indexes to achieve the optimal international portfolio? what are the mean and standard deviation of returns on his optimal international portfolio. (ALL CALCULATIONS SHOULD BE DONE IN EXCEL)

Please UPLOAD your Excel sheets so that I can see how you get the answers.

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