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@stepbystep001

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The greater the amount of variability in the sample, the larger themagnitudes (ignoring the signs) of the deviations
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The standard deviation is the most-used measure of dispersion
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The value of the standard deviation tells how closely the values of a data set are clustered around the median.
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The standard deviation is obtained by taking the negative square root of the variance
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The variance calculated for population data is denoted by 𝝈^2and the variance calculated for sample data is denoted by 𝑠^2
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𝝈^𝟐 = 𝛴(𝑥 − 𝜇)^2 / 𝑁
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The values of the variance and the standard deviation are never negative
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Calculating Mean for Grouped Data
Mean for population data: 𝜇 =Σ𝑚f / N
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VARIANCE AND STANDARD DEVIATION FOR GROUPED DATA
𝝈^𝟐 =𝜮𝒇(𝒎−𝝁)^𝟐 /𝑵
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Chebyshev's theorem : gives a ......... bound for the area under a curve between ........ points that are on opposite sides of the mean and at the same distance from the mean.
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lower -three
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lower -two
Chebyshev'sTheorem : For any number 𝑘 Smaller than 1
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Chebyshev'sTheorem = (1 − 1/𝑘^2)
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empirical rule applies only to a specific type of distribution called a bell - shaped distribution
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The 𝒛 score corresponding to a particular value is
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z = value - mean /standard deviation
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z= value +mean /standard deviation
measure of position determines the position of a multi value in relation to other values in a sample or a population data set.
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Quartiles are the summary measures that divide a ranked data set into four equal parts.
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Calculating Interquartile Range
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IQR = Q2-Q3
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IQR= Q2-Q1
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IQR= Q3-Q1
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IQR= Q4-Q1
Box-and-Whisker Plot :A plot that shows the center, spread, and skewness of a data set
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It is constructed by drawing a box and two whiskers that use the mean
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