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Expected Return:
The return on a risky asset expected in the future.
There are multiple methods to calculating expected
return: One method:
the expected return on a security is equal to
the sum of the possible returns multiplied by their
possibilities.
Calculating expected return: Other method
Capital Asset Pricing Model
Risk premium:
the difference between the return on
a risky investment and the return on a risk-free
investment
The projected (expected) risk premium is
the difference between the expected return on a risky
investment and the certain return on a risk-free
investment
Risk premium =
Expected return – Risk-free rate
Portfolio:
A group of assets such as stocks and
bonds held by an investor.
Portfolio Weight
The percentage of a portfolio’s total value that is invested in a particular asset.
• The weights sum to 1.00, or 100%, because all money is
invested somewhere, even if the investment is cash
The expected return on a portfolio is
the weighted average of the expected returns of the assets in the
portfolio
Standard deviation
measures total risk, including
both systematic and unsystematic risk.
Diversification
helps reduce standard deviation by
eliminating unsystematic risk.
Systematic Risk:
A risk that influences a large number
of assets. Also called market risk.
Systematic Risk MORE
cannot be eliminated by diversification
• Forces to which all firms are susceptible
• Examples: GDP, interest rates, inflation
Unsystematic Risk:
A risk that affects at most a small
number of assets. Also called unique or asset-specific
risk.
Unsystematic Risk MORE
essentially eliminated by diversification, so a portfolio with many assets has almost no unsystematic risk.
• Specific things to which a single firm or small number of firms are susceptible
• Examples: pharmaceutical research breakthrough, oil strike,
rocket technology advancement
The expected return (return on risky asset in future), and thus the risk premium (diff. between return on risky and risk free investment), of
an asset depends only on its
systematic risk (risk influences large number of assets.)
Because assets with larger betas have greater systematic
risks, they will have
greater expected returns.
Beta Coefficient:
The amount of systematic risk (risk influences large number of assets)
present in a particular risky asset relative to that in
an average asset.
An average asset has a beta of
1.0
The beta of the market is
1.0
Capital Asset Pricing Model (CAPM):
The equation of
the SML showing the relationship between expected
return and beta.
The CAPM shows that the expected return for a
particular asset depends on three things:
• 1.
The pure time value of money: As measured by the risk-free
rate, Rf, this is the reward for merely waiting for your money,
without taking any risk.
The CAPM shows that the expected return for a
particular asset depends on three things: 2
The reward for bearing systematic risk: As measured by the
market risk premium, E(RM) – Rf, this component is the reward
the market offers for bearing an average amount of systematic
risk in addition to waiting.
The CAPM shows that the expected return for a
particular asset depends on three things: 3
The amount of systematic risk: As measured by beta, i, this
is the amount of systematic risk present in a particular asset or
portfolio, relative to that in an average asset.
The Security Market Line is the
graphical representation of the CAPM (equation of SML).
Security Market Line (SML):
A positively sloped
straight line displaying the relationship between
expected return and beta.
SML MORE
Describes the relationship between systematic risk and
expected return in financial markets
REC
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Market Risk Premium:
The slope of the SML,
which is the difference between the expected return
on a market portfolio and the risk-free rate.