Business Stats

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Last updated 10:35 PM on 9/22/26
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19 Terms

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Data is described in 3 ways:

Tables: (freq distribution, Graphs (Bar charts, Histogram), Numerical Measures (Measures of central tendency; location, i.e perecntiles; dispersion)

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Position of median

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Mean of Sample Data

X bar

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Mean of population Data

Meu

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what do percentiles do?

Give the relative position/location of the element in the dataset

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Percentile Location formula

i = percentile location, P = percentile

<p>i = percentile location, P = percentile</p>
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Element location for a percentile formula (when i isn’t an integer)

first element, found using location from i, + (difference between 2nd element - first element)* (the decimal component of i)

<p>first element, <em>found using location from i,</em> + (difference between 2nd element - first element)* (the decimal component of i)</p>
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Q1

25th percentile

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Q3

75th percentile

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IQR

Q3-Q1

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Upper Limit of boxplot

Q3+1.5*IQR

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Lower limit of boxplot

Q1- 1.5*IQR

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Any data beyond the limits are:

Outliers

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Measures of Dispersion + Ex of them

Tell us the spread of the data (do data values remain consistent or do they change a lot) Ex: STD DEV

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If range is low:

Values are relatively close and there’s less fluctuation in data

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STD Dev (def + formula)

Tells us how far away from the mean data values are + square root of variance

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STD Dev of sample formila

sqr root of:

<p><strong>sqr root of</strong>: </p>
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STD Dev of population formula

Sqr Root of:

<p><strong>Sqr Root of:</strong></p>
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The higher the std dev:

further away values are from the mean