Topic 9- Risk and Return Flashcards

1
Q

Single asset or portfolio when it comes to returns…

A

single asset returns are more volatile than that of a portfolio

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2
Q

a portfolio is

A

a collection of assets

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3
Q

in a portfolio the weight of an asset determines…

A

how the asset contributes to the overall return

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4
Q

the return of a portfolio formula

A

sum of weight x return

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5
Q

the expected return of a portfolio

A

sum of: prob x return

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6
Q

std formula

A

square root of: sum of: prob x (return-expected return)^2

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7
Q

the std of a portfolio is the …

A

spread of returns about the expected return

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8
Q

std of a portfolio measures

A

the systematic + firm risk (total risk) for a stock

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9
Q

Total risk is

A

std

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10
Q

Systematic risk is

A

Beta

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11
Q

Diversification

A

means investing is more than 2 risky assets whose values don’t move in same direction at same time

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12
Q

if you have diversification combining risky assets into a portfolio risk is

A

offset due to the low correlations

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13
Q

diversification can be either

A

within 1 asset class (stocks but diff industries) or spread across classes (stocks, bonds…)

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14
Q

as you increase the number of stocks the std

A

decreases, but never approaches 0

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15
Q

2 types of risk

A

firm-specific risk/ unsystematic risk/ diversifiable risk
systematic risk/market risk/ non-diversifiable

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16
Q

firm specific /unsystematic risk/ diversifiable risk

A

unique risk to individual asset

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17
Q

which risk can be diversified away?

A

firm specific /unsystematic risk/ diversifiable risk

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18
Q

which risk are you compensated for?

A

systematic only

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19
Q

systematic risk is driven by

A

changes of macroeconomic factors

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20
Q

systematic risk measures the relationship between

A

returns of individual assets and returns of the most diversified portfolio (mafrket portfolio)

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21
Q

the expected return is the av of

A

probability of distribution of possible returns

22
Q

the unexpected return is

A

driven by risk and the portion of inventory gain or loss due to unforseen circumstances

23
Q

Beta

A

measure of systematic risk (non-diversifiable/market risk)

24
Q

Beta is a measure of co….

A

covariance of stock with returns of a portfolio

25
The required return will be a
linear function of its beta
26
Expected return (inc rf rate)
= rf + (B(E(p)-rf))
27
Beta>1
above average risk
28
Beta=1
Average risk
29
Beta<1
Below average risk
30
Beta=0
riskless investment
31
Beta equation
weight x Bi
32
Beta is the slope of
the return of market index vs return for a stock
33
increased B means Increased
return
34
CAPM is
capital asset pricing model
35
CAPM eq
=rf+(B((E(rm)-rf))
36
in the CAPM equation which part is the market risk premium
(E(r)-rf)
37
in the CAPM equation which part is the risk premium
(B((E(r)-rf))
38
what is plotted on the security market line
expected return vs B
39
what does it tell us if assets and portfolios are not plotted on the security line?
the info of mispricing will be taken advantage of that they are over or underpriced
40
What is an appropriate return for an asset with no systematic risk?
risk free rate
41
The CAPM helps us as it tells us what .... will require from an investment with particular ....
rate of return systematic risk
42
How do you work out the expected return for a single stock?
(pboom x S1(r)boom)+(bust x S1(r)bust)
43
How do you work out the portfolio's expected return?
return (boom)= (ws1xr boom s1) +(ws2xr booms 2 return (bust)= same but for busts expected return (p)= (p boom x r boom)+ (p bust x r bust)
44
The std (risk) of small stocks vs large stocks and then corp bonds vs treasury bills
small > large (because more risk) corp > treasury
45
An increased variability means increased std means increased
return
46
stocks generally in the long run have a ....... than bonds
higher return than bonds
47
rational investors are against... in investment values
fluctuations (measured by volatility)
48
higher volatility means
higher return
49
investors need higher r in higher volatile investments since they do or don't like risk
don't like risk
50
if stock A is more volatile than stock but the arithmetic average is the same which stock will have a lower geometric average
A