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If the variance of ONLY one asset in a two-asset portfolio changes, what other metric changes? Weight of the asset whose variance changes Covariance between

  1. If the variance of ONLY one asset in a two-asset portfolio changes, what other metric changes?
    1. Weight of the asset whose variance changes
    2. Covariance between the two assets in the portfolio
    3. Variance of the other asset
    4. All of the above
    5. None of the above

  1. Given the following calculate the geometric mean yield for the entire holding period:

Year

BV

EV

1

100

120

2

120

137

3

137

122

4

122

98

5

98

100

  1. 7.2%
  2. 7.3%
  3. 7.4%
  4. 7.5%
  5. 0%

  1. Using the information below, calculate the expected return:

Economy

Probability

Return

Strong

0.2

20.0%

Weak

0.7

-10.0%

Mild

0.1

5.0%

  1. 17.2%
  2. -2.2%
  3. 17.4%
  4. -2.5%
  5. 17.6%

  1. Which of the following would cause the Security Market Line to pivot upward:
  1. A pharmaceutical company receives FDA approval for a new drug
  2. Real growth rate of the economy declines
  3. The expected rate of inflation increases
  4. All of the above
  5. None of the above

  1. Given the following, calculate the covariance of returns for these two assets:

2006

2007

2008

2009

A) 0.1

0.12

0.07

0.15

B) 0.08

0.04

0.11

0.13

  1. 0.01%
  2. 0%
  3. -0.01%
  4. 0.05%
  5. -0.05%

  1. Calculate the standard deviation of a portfolio comprised of the following two assets that have a correlation coefficient of 0.5:

E(r )

Std Dev

Weight

0.08

0.02

0.7

0.04

0.06

0.3

  1. 2.8%
  2. 2.9%
  3. 3.0%
  4. 3.1%
  5. -2.2%

  1. Suppose the standard deviations of each asset increases by 30% of their original values but the correlation coefficient does not change. What happens to the portfolio standard deviation?
    1. It also increases by 30%
    2. It increases by more than 30%
    3. It increases by less than 30%
    4. It decreases by 30%
    5. I dont know, but this class is awesome!

  1. What is the efficient frontier?
    1. The set of portfolios the represent the best combination of risk and return
    2. The set of portfolios that dominate all other portfolios
    3. The set of portfolios from the MVP to the maximum-risk portfolio
    4. All of the above
    5. None of the above

  1. Which is not included in the efficient frontier?
    1. Stocks
    2. Bonds
    3. Real Estate
    4. The risk-free asset
    5. Artwork

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