1
Q
Histogram properties
A
A barchart of data that have been grouped into a frequency distribution
Bar height: Represents the absolute frequency for each return interval
2
Q
Frequency Polygon Properties
A
The midpoint of each interval is plotted on the x-axis and the absolute frequency for that interval is plotted on the y-axis. Connect neighboring points with a straight like (looks like a stock chart - eliminates the bars basically)
*Frequency polygon adds a degree of continuity to the representation of the distribution
Decks in class (23)
# Cards
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Statistical Concepts And Market Returns35
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A9
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7B4
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C3
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D2
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E12
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F3
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G8
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H1
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Focus1
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a distinguish between descriptive statistics and inferential statistics, between a population and a sample, and among the types of measurement scales;0
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b define a parameter, a sample statistic, and a frequency distribution;0
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c calculate and interpret relative frequencies and cumulative relative frequencies, given a frequency distribution;0
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d describe the properties of a data set presented as a histogram or a frequency polygon;0
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e calculate and interpret measures of central tendency, including the population mean, sample mean, arithmetic mean, weighted average or mean, geometric mean, harmonic mean, median, and mode;0
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f calculate and interpret quartiles, quintiles, deciles, and percentiles;0
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g calculate and interpret 1) a range and a mean absolute deviation and 2) the variance and standard deviation of a population and of a sample;0
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h calculate and interpret the proportion of observations falling within a specified number of standard deviations of the mean using Chebyshev’s inequality;0
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i calculate and interpret the coefficient of variation and the Sharpe ratio;0
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j explain skewness and the meaning of a positively or negatively skewed return distribution;0
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k describe the relative locations of the mean, median, and mode for a unimodal, nonsymmetrical distribution;0
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l explain measures of sample skewness and kurtosis;0
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m compare the use of arithmetic and geometric means when analyzing investment returns.0
