Statistical Concepts And Market Returns Flashcards
Distinguish between descriptive statistics and inferential statistics
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Distinguish between a population and a sample
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Distinguish among the types of measurement scales
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Define a parameter
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Define a sample statistic
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Define a frequency distribution
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Calc, interpret relative frequencies, given a frequency distribution
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Calc, interpret cumulative frequencies, given a frequency distribution
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Describe properties of a data set presented as a histogram
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Describe properties of a data set presented as a frequency polygon
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Measures of Central Tendency
Population mean
Sample Mean
Arithmetic Mean
Weighted average or mean
Geometric Mean
Harmonic Mean
Median
Mode
Calc, interpret Population means
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Calc, interpret Sample Mean
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Calc, interpret Arithmetic mean
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Calc, interpret Weighted Average or Mean
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Calc, interpret Geometric mean
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Calc, interpret Harmonic Mean
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Calc, interpret Median
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Calc, interpret Mode
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Calc, interpret quartiles
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Calc, interpret deciles
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Calc, interpret quintiles
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Calc, interpret percentiles
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Calc, interpret a range and a mean absolute deviation
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Calc, interpret the variance and standard deviation of a population of a sample
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Calc, interpret the proportion of observations falling within a specified number of standard deviations of the mean using Chebyshev’s inequality.
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Calculate and interpret the coefficient of variation
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Calc, interpret the Sharpe Ratio
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Explain skewness and the meaning of a positively or negatively skewed return distribution
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Describe the relative locations of the mean, median, mode for a unimodal, nonsymmetrical distribution
Unimodal Distribution: For the positively skewed unimodal distribution, the mode is less than the median, which is less than the mean.
Explain measures of sample skewness
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Explain measures of Kurtosis
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Arithmetic means when analyzing investments
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Geometric means when analyzing investment returns.
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Compre the use of arithmetic and geometric means when analyzing investment returns.
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