Consider the following realized annual returns:
Year |
Stock A |
Index |
2000 |
23.6% |
47.3% |
2001 |
24.7% |
27.7% |
2002 |
30.5% |
86.9% |
2003 |
9.0% |
23.1% |
2004 |
-2.0% |
0.2% |
2005 |
-17.3% |
-3.2% |
2006 |
-24.3% |
-27.0% |
2007 |
32.2% |
27.9% |
2008 |
4.4% |
-5.1% |
2009 |
7.4% |
-11.3% |
a. Calculate the average of annual returns of the index.
a. The average of annual returns of the index is ????%. (round to two decimals)
b. Compute the standard deviation of annual returns of the index.
b. The standard deviation of annual returns of the index is ????%. (round to two decimals)
c. Compute the lower bound of the 95% confidence interval for annual returns of the index. Use the exact value from Excel, not an approximation.
c. The lower bound of the 95% confidence interval of annual returns of the index is ???%. (round to one decimal)
d. Compute the geometric mean of annual returns of the index.
d. The geometric mean of annual returns of the index is ????%. (round to two decimals)
c)
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