Portfolio Management and Measurements Flashcards

1
Q

Markowitz asserts that investors should base their portfolio decisions solely on two variables:

A

Expected returns and standard deviations

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2
Q

Portfolio diversification is most effective when the correlation coefficient is

A

Less than zero

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3
Q

Ways to calculate return for a portfolio

A
  • Holding Period
  • Dollar-weighted Return (Internal Rate of Return)
  • Time-weighted Return
  • Annualized Returns
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4
Q

CAPM based measures of portfolio performance

A

Sharpe ratio
Treynor ratio
Jensen’s ratio

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5
Q

How are the two kinds of risk measured?

A
  • Portfolio’s market measure by its Beta
  • Portfolio’s total risk, measured by its SD
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6
Q

Sharpe Ratio

A

Measures risk premium per unit of risk: Single parameter portfolio performance index calculated from both risk and return statistics, considers total risk for the appropriate risk statistic

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7
Q

Treynor Ratio

A

Ranks the desirability of assets in Beta-E(r) space, may be preferred because systematic risk is more relevant than total risk in certain applications and can be used to compare individual assets and portfolios

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8
Q

Jensen’s alpha

A

Measures risk-adjusted returns and is useful in evaluating portfolio and individual assets

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9
Q

Coefficient of determination and relevancy of benchmark

A

If R^2 >.7, use betaor any of the beta formulas (alpha, CAPM, Treynor), if <.7, use SD statistic and formulas

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10
Q

The statistical measure of co-movement that is standardized on a scale of -1.0 to 1.0 is known as

A

correlation coefficient has a standardized scale

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11
Q

If a portfolio manager is looking to add diversifying securities into their portfolio, which of the following securities would be best to add?

A

Negatively correlated securities

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12
Q

Barry purchased 1,250 shares of FIB for $17,700. FIB stock is currently paying $900 of annual dividend income to Barry. Dividends are expected to grow 4.25% annually. FIB stock is currently priced at $80.

Identify Barry’s required rate of return.

A

Use the required rate of return formula for dividend-paying securities to solve:

r = (D1 ÷ P) + g

r = required rate of return
D1 = Dividend (D0 x (1 + g))
P = Price of the stock
g = fixed, stable growth rate

Dividends are expected to grow 4.25% annually.

The dividend/share is $0.72 ($900/1,250 shares). FIB stock is currently priced at $80.

r = [(0.72(1.0425)) ÷ 80] + 0.0425

r = 0.009383 + 0.0425

r = 0.05188, or 5.19%

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