chapter 11 Flashcards

(33 cards)

1
Q

portfolio

A

collection of assets

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2
Q

an asset’s risk and return impact

A

how the stock affects the risk and return of the portfolio

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3
Q

the risk-return trade-off is measured by

A

the portfolio expected return and standard deviation

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4
Q

the expected return of a portfolio is

A

the weighted average of the expected returns for each asset in the portfolio

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5
Q

weights

A

percent of portfolio invested in each asset

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6
Q

portfolio standard deviation is NOT

A

a weighted average of the standard deviation of the component securities’ risk

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7
Q

if the correlation between the returns on stocks is less than 1

A

portfolio standard deviation will be less than the weighted average of the standard deviation of the component securities’ risk

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8
Q

systematic risk

A

factors that affect a large number of assets
- aka market/non-diversifiable risk

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9
Q

systematic risk examples

A

changes in GDP, inflation, interest rates

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10
Q

unsystematic risk

A

affect a limited number of assets, can be eliminated by combining assets into porfolios
- aka diversifiable/unique/asset-specific risk

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11
Q

unsystematic risk examples

A

labor strikes, part shortages

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12
Q

diversification can

A
  • substantially reduce risk without an equivalent reduction in expected returns
  • reduce variability of returns
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13
Q

diversification is caused by

A

the offset of worse-than-expected returns from one asset by better-than-expected returns from another

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14
Q

systematic portion

A

minimum level of risk than cannot be diversified away

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15
Q

total risk =

A

systematic risk + unsystematic risk

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16
Q

the standard deviation of returns is a measure of

17
Q

for well-diversified portfolios, unsystematic risk is

18
Q

total risk for diversified portfolio is essentially equal to

A

systematic risk

19
Q

there is no reward for

A

bearing risk unnecessarily

20
Q

systematic risk principle

A

the expected return on a risky asset depends only on that asset’s systematic risk

21
Q

the market risk for individual securities is relevant for

A

stocks held in well-diversified portfolios

22
Q

market risk for individual securities is measured by

A

a stock’s beta coefficient, B

23
Q

beta is a measure of the

A

systematic risk of the stock

24
Q

if B = 1.0

A

stock has average risk

25
if B < 1.0
stock is less risky than average
26
if B > 1.0
stock is riskier than average
27
beta of the market
1.0
28
beta of a t-bill
0
29
Bp =
weighted average of the betas of the assets in the portfolio
30
capital asset pricing model (CAPM)
defines relationship between risk and return
31
if an asset's systematic risk, or B, is known
CAPM can be used to determine its expected return
32
the higher the beta,
the greater the risk premium should be
33
security market line (SML)
part of CAPM, tells us reward offered in financial markets for bearing risk. this gives us a benchmark against which we compare the returns expected from real assets to determine if they are desirable