portfolio theory Flashcards
what is standard deviation?
a measure of risk and variability of returns
the higher the standard deviation, the higher…..
the riskiness of the investments
what percent under the curve is +/- 1 standard deviations?
68%
what percent under the curve is +/- 2 standard deviations?
95%
what percent under the curve is +/- 3 standard deviations?
98%
what is the coefficient of variation?
it tells us the probability of actually experiencing a return close tot he average return
is useful in determining which investment has more relative risk when investments have different average returns
the higher the coefficient of variation is, the more….
risky an investment per unit of return is
what is the equation for the coefficient of variation?
CV = SD/average return
a normal distribution is appropriate when….
if an investor is considering a range of investment returns
a lognormal distributions is appropriate when…
if an investor is considering a dollar amount of portfolio value at a point in time
a lognormal distributions is appropriate when…
if an investor is considering a dollar amount of portfolio value at a point in time
what is skewness?
refers to a normal distribution curve shifted to the left or right of the mean return
positive skewness is where the curve is on the ….
LEFT
negative skewness is where the curve is on the ….
right
what is kurtosis?
refers to a variation of returns
what is leptokurtic?
when there is little variation of returns and the distribution has a high peak
aka treasuries
aka positive kurtosis
what is platykurtic?
when the returns are widely dispersed so the curve is low
aka negative kurtosis
what is covariance?
measure of relative risk
the measure of two securities combined and their interactive risk aka how price movements between two securities are related to each other
a correlation of +1 denotes that two assets are…
perfectly positively correlated
a correlation of 0 denotes that two assets are…
completely uncorrelated
a correlation of -1 denotes that the two assets are…
perfectly negatively correlated
diversification benefits begin anytime the correlation is …
less than 1