Risk & Return

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Term
Definition
Expected Return  weighted avg of all possible returns, weighted by probability that each return will occur  
Required return  min return necessary to attract investor to buy/hold security  
Standard Deviation  measures return volatility, measure dispersion of possible outcomes (square root of the variance)  
Beta Coefficient  measures asset’s systematic risk, how individual stock’s returns vary w/ market returns  
Beta = 1  asset has SAME systematic risk as overall market  
Beta > 1  asset has MORE systematic risk than overall market  
Beta < 1  asset has LESS systematic risk than overall market  
Variance  (measures volatility) avg squared deviation between actual returns & avg return (sigma squared)  
Systematic Risk  risk affects large number (non-diversifiable, market risk)  
Unsystematic Risk  risk affects small number (diversifiable, unique, idiosyncratic)  
Diversification  assets combined to cancel out unsystematic risks, (from diff sectors)  
Total Risk =  systematic risk + unsystematic risk  
Security Market Line  representation of market equilibrium between risk & return  
SML slope  market risk premium (reward-to-risk ratio)  
CAPM  defines relationship between risk & return (Capital Asset Pricing Model)  
Historical Variance  sum squared dev from mean / (number of observations - 1)  
Total dollar return =  investment income + capital gain (or loss) due to price change  
Dividend Yield =  income / beginning price  
Capital Gains Yield =  (end price - begin price)/ begin price  
Total Percentage Return =  Dividend Yield + Capital Gains Yield  
Capital Asset Pricing Model  defines relationship between risk & return  
Risk Premium =  expected return - risk free rate  
Risk-Free Rate  interest rate of short-term government bonds  
EMH  Efficient Market Hypothesis  
Strong Form Efficiency  prices reflect ALL info (public & private)  
Semi-Strong Form Efficiency  prices reflect PUBLIC info  
Weak Form Efficiency  reflect PAST market info (price & volume)  


   

 
 

 
 

 

 
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