Portfolio Theories Flashcards

(37 cards)

1
Q

is a model that describes the relationship between the expected return
of an investment and its systematic risk

A

CAPM

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2
Q

The model provides a method for pricing risky securities by relating expected
return to market risk

A

CAPM

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3
Q

Tells us how financial market price securities and determine expected returns
on capital investment

A

CAPM

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4
Q

Who developed CAPM

A

W.M Sharpe

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5
Q
  • Non-diversifiable risk
  • Uncontrollable
  • Risks that are result of external
    forces or those not within the
    control of the company
A

Systematic Risk

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6
Q
  • Diversifiable risk
  • Controllable
  • Risks specific to a particular
    company or industry
    Risks that can be controlled
    through diversification
A

Unsystematic Risk

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7
Q

Solve this:

Rf = 3%

Market return E(Rm) = 10%

Beta (β) of Stock A = 1.5

A

Found in notes

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8
Q

is a key concept in the Capital Asset
Pricing Model (CAPM). It measures the systematic risk (market risk) of a security or portfolio in comparison to the overall market.

A

Beta Coefficient

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9
Q

represents how much a stock’s returns move relative to the market.

A

Beta

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10
Q

A technology company has a beta of 1.5, which means it’s 50% more volatile than the market.

If:
Risk-free rate = 3%
Market return = 10%

A

Found in notes

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11
Q

A utility stock has a beta of 0.6, meaning it’s less volatile than the market.

If:
Risk-free rate = 3%
Market return = 10%

A

Found in notes

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12
Q

is a graphical representation of the Capital
Asset Pricing Model (CAPM). It shows the relationship between an asset’s expected return and its systematic risk, measured by beta (β).

A

Security Market Line (SML)

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13
Q

BetaMeaning

=

The asset moves in line with the market

=

The asset is more volatile than the market (higher risk, higher return)

=
The asset is less volatile than the market (lower risk, lower return)

=

The asset moves in the opposite direction of the market

A

β = 1

β > 1

β < 1

β < 0

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14
Q

This model addresses more sources of return variation and is useful for
asset pricing and performance evaluation.

A

Fama-French Five-Factor Model

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15
Q

This model builds on the Fama-French Three-Factor Model by adding a momentum factor (MOM)—the tendency of stocks with strong past returns to continue performing well in the short term.

A

Carhart Four-Factor Model

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16
Q

This model links expected asset returns to consumption risk, suggesting that investors care about how asset returns relate to changes in their
consumption overtime.

A

Consumption-Based CAPM (CCAPM)

17
Q

is a multi-factor asset pricing model based on the idea that an asset’s returns can be predicted using the linear relationship between the asset’s expected return and a number of macroeconomic variables that capture systematic risk.

A

Arbitrage Pricing Theory (APT)

18
Q

For example, the following four factors have been identified as explaining
a stock’s return and its sensitivity to each factor and the risk premium
associated with each factor have been calculated:

Gross domestic product (GDP) growth: ß = 0.6, RP = 4%
Inflation rate: ß = 0.8, RP = 2%
Gold prices: ß = -0.7, RP = 5%
Standard and Poor’s 500 index return: ß = 1.3, RP = 9%
The risk-free rate is 3%

A

Found in notes

19
Q

is an investment theory
which suggests that the prices of financial
instruments reflect all available market
information.

A

efficient
market theory,

20
Q

It suggests that all past market prices and data are
reflected in current prices. In other words, you can’t
predict future prices based on past data.

A

Weak Form EMT

21
Q

It posits that all publicly available information is
reflected in current prices.

This includes past prices and data like financial statements and economic indicators.

A

Semi Strong
Form EMT

22
Q

It argues that all public and private information is
reflected in current prices.

This means that even insider information can’t
help you beat the market.

A

Strong Form EMT

23
Q

argues that markets are efficient, leaving no room to
make excess profits by investing since
everything is already fairly and accurately
priced.

A

efficient markets hypothesis (EMH)

24
Q

It was primarily derived from concepts
attributed to _________ research as
detailed in his 1970 book, “Efficient Capital
Markets: A Review of Theory and Empirical
Work.”

25
occur when asset prices exceed their fair market value, eventually leading to a market correction and crash.
Market Crashes and Speculative Bubbles
26
occur when actual price movements differ from what the Efficient Market Hypothesis (EMH) predicts.
Market Anomalies
27
Many investors have consistently outperformed the market.
Investors have Outperformed the Market
28
not all market participants act rationally. It suggests that stress and challenging situations can lead individuals to make irrational financial decisions, affecting overall market behavior
Behavioral Economics
29
It provides a systematic method to construct investment portfolios that maximize expected return for a given level of risk, or alternatively minimize risk for a given level of return.
Modern Portfolio Theory
30
is the average amount you anticipate earning on an investment over a period of time, based on probabilities of different outcomes.
expected rate of return
31
statistical measurement of the spread between numbers in a data
Variance
32
the square root of the variance
Standard Deviation
33
You have an investment with the following annual returns over 5 years: Year 1: 10% Year 2: 12% Year 3: 8 % Year 4: 6% Year 5: 14%
Found in notes
34
is a statistical measure of the directional relationship between two asset prices.
Covariance
35
is a normalized form of covariance that indicates the strength and direction of a linear relationship between two asset returns.
Correlation
36
A portfolio that balances risk and return, aiming for the highest possible return for a given level of risk or the lowest risk for a given level of return.
Optimal Portfolio
37
is the set of optimal portfolios that offer the highest expected return for a defined level of risk or the lowest risk for a given level of expected return.
Efficient Frontier