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__________ is a representation of historic returns of a period of time which shows how often each return occurs
Frequency Distribution
__________ is a formula/table of info that showcases potential outcomes and the likelihood of them occurring.
Probability distribtuion
__________ is a probability distribution that contains a small, countable number of observations
Discrete distribution
__________ is a probability distribution containing an infinite number of observations being analyzed using quantitative measures based on math and calculus
Continuous distribution
__________ is the average of all possible realized returns weighted by their probability of occuring
Expected return
__________ measures how possible realized returns may vary from calculated expected returns
Variance
Formula for calculating asset expected return
E(R) = p1( r1) + p2( r2) …
p = Probability
r = Rate of return given
Calculator steps for expected return, standard deviation, and variance for a list
STAT → EDIT→ L1 = rate of return, L2 = probability.
STAT→ CALC→1: 1-Var Stats → Enter L1, L2, ENTER
x̄ = Rate of return
σx = Standard Deviation
σx² = Variance
a __________ is a collection of economic assets such as stocks and bonds
Portfolio
__________ is a process of reducing risk of a portfolio by holding assets whose returns are not perfectly correlated
Diversification
__________ is a probability distribution containing the likelihood of two events occurring together
Joint probability distribution
__________ is an example of holding a portfolio
Real estate property, baseball card collectables
__________ is an example of diversification (FF)
Being in 4 different leagues, and in 3 of them you drafted Travis Hunter. In one league, however, you chose to invest in Tet McMillan with your pick in the off-chance Hunter is a bust, you have a fall back
__________ is the wealth-weighted average of the expected returns of the assets held in someones portfolio
Portfolio expected return
__________ is a combination of the wealth-weighted average of the variances on two assets and their covariance
Portfolio variance
__________ measures the degree to which two rates of return move together
Covariance
__________ measures the direction of coverability and the strength of the relationship
Correlation coefficient
__________ is risk that is special to an individual company. It varies from company to company and can be diversified
Unique risk
__________ is risk that affects all companies in the economy, and cannot be diversified since it affects all market participants.
Market risk
The two ways to make money by investing in stocks are __________ and __________
Capital gains and dividends
__________ is an investment made up from a pool of money collected from many investors for the purpose of investing in securities such as stocks, bonds, and other assets. They are operated by professionals who often use these investments to produce gains/income for fund’s investors
Mutual fund
__________ are investments using pooled funds that employ numerous different strategies to earn active return for their investors. Usually only accessible to accredited investors since they require less SEC regulations.
Hedge funds
__________ is a measure of the market risk of an asset, and how it varies dependent on the market return is a risk that cannot be diversified away
Beta
__________ is a model that uses market risk to calculate the opportunity cost or expected rate of return of an asset
Capital Asset Pricing Model (CAPM)
What is the formula for the Capital Asset Pricing Model (CAPM)?
E(Ri) = Rf + [E(RM) – Rf] × Bi
E(Ri) = Expected Return
E(Rm) = Expected Market Return
Bi = Beta
Rf = Risk-free Rate