Question

Consider the annual returns produced by two different active equity portfolio managers (A and B) as...

Consider the annual returns produced by two different active equity portfolio managers (A and B) as well as those to the stock index with which they are both compared:

Period Manager A Manager B Index
1 13.4 % 13.8 % 11.5 %
2 -3.1 -4.2 -2.4
3 14.2 13.7 18.8
4 0.5 2.2 -0.9
5 -7.5 -5.9 -3.2
6 24.5 26.0 21.5
7 -11.0 -12.1 -13.7
8 5.2 5.4 5.7
9 3.6 3.5 2.3
10 19.0 18.0 19.7

A). Did either manager outperform the index, based on the average annual return differential that he or she produced relative to the benchmark? Use a minus sign to enter negative values, if any. Do not round intermediate calculations. Round your answers to two decimal places.

Manager A. __________%

Manager B. __________%

-Select-Manager A Manager B 's average return is less than the index and -Select-Manager A Manager B 's average exceeded that of the index.

B). Calculate the tracking error for each manager relative to the index. Which manager did a better job of limiting his or her client's unsystematic risk exposure? Do not round intermediate calculations. Round your answers to two decimal places.

Manager A: ________ %

Manager B: _________%

-Select-Manager A Manager B did the better job of limiting the client's exposure to unsystematic risk as the difference between manager's returns and those of the index has a -Select-larger smaller standard dev

Homework Answers

Answer #1

The Average Annual Return Differential (AAR) for Market is = 59.30%

The AAR for A = 58.80%

The AAR for B = 60.40%

Yes, the fund B has outformed the market index since the average return is more than that of Index.

(b). Tracking error = Standard deviation of ( Fund - Market)

For Fund A = [(13.40-11.50) + (-3.10--2.40) + (14.20 - 18.80) + (0.50--0.90) + (-7.50--3.20) + (24.50-21.50) + (-11--13.70) + (5.20-5.70) + (3.60-2.3) + (19-19.70)]

=2.54

For Fund B = [(13.80-11.50) + (-4.20--2.40) + (13.70 - 18.80) + (2.20--0.90) + (-5.90--3.20) + (26-21.50) + (-12.10--13.70) + (5.40-5.70) + (3.50-2.3) + (18-19.70)]

=2.81

Since the SD of fund A is lower it has done a better job in reducing the risk.

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