AP Statistics Chapter 1 Vocabulary

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41 Terms

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1.5 x IQR Rule for Outliers

Low outliers: Q1-1.5(IQR) if values are below, it’s an outlier

High outliers: Q3+1.5(IQR) if values are above, it’s an outlier

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Association

Exists between two variables if the value of one variable helps predict the value of the other

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Back-to-back stemplot

Stempolot where the leaves on each side are ordered out from a shared/common stem

<p>Stempolot where the leaves on each side are ordered out from a shared/common stem</p>
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Bar graph

Shows each category as a bar, with heights showing each frequency or relative frequency

<p>Shows each category as a bar, with heights showing each frequency or relative frequency</p>
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Bimodal

a graph with two clear peaks

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Boxplot

Graph made from a five-number summary of a data set; outliers are graphed as points

<p>Graph made from a five-number summary of a data set; outliers are graphed as points</p>
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Categorical Variable

variables that place individuals into groups; favorite color, music genre, state, gender)

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Conditional Distribution

Describes the value of a variable among individuals who have a specific value of another variable 

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Data analysis

The process of organizing, displaying, summarizing, and questioning data

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Distribution

tells us what values a variable takes and how often (frequency)

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Dotplot

Shows each data value as a dot above its location on a number line

<p>Shows each data value as a dot above its location on a number line</p>
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First quartile (Q1)

In a five-number summary, the value that are one-quarter up on the list of observations; first 25% of the data

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Frequency table

A table displaying frequencies/counts in various categories 

<p>A table displaying frequencies/counts in various categories&nbsp;</p>
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Histogram

Shows each interval of values as a bar; heights show frequencies (counts) of relative frequency of each value; quantitative, needs at least five bars to be accurate

<p>Shows each interval of values as a bar; heights show frequencies (counts) of relative frequency of each value; quantitative, needs at least five bars to be accurate</p>
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Individuals

Objects described by data (the who!)

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Inference

A conclusion that goes beyond the given data

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Interquartile range (IQR)

The distance between the upper and lower quartiles; IQR = Q3-Q1; very resistant to extreme values

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Marginal distribution

the distribution of values of one categorical variable in a two-way table among all individuals described in the table

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Mean

An arithmetical average of a distribution; symbol is x̄ (x-bar)

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Median

Midpoint of a distribution, usually resistant

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Mode

The most frequent value in a distribution

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Mosaic plot

A segmented bar graph where the width of the bars is proportional to group size

<p>A segmented bar graph where the width of the bars is proportional to group size</p>
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Multimodal

graph with more than two clear peaks

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Outlier

An observation that falls outside the overall pattern of distribution

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Overall pattern

Shape, center, spread, outliers of a data set or distribution

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Pie chart

A graph that shows each slice (variable) as a part of a whole

<p>A graph that shows each slice (variable) as a part of a whole</p>
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Quantitative variable

Takes number values that are quantities; counts are usually measurements like height, income, age, etc.

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Range

The largest value of a distribution minus the smallest; shows the spread of data in a single value

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Relative frequency

Percentages

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Relative frequency table

A table displaying the percentages of certain variables in each category

<p>A table displaying the percentages of certain variables in each category </p>
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Resistant measure

A way to measure data that is unaffected or barely affected by extreme values being added

Examples: IQR, median, mode

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Roundoff error

When rounding various figures, only to add them and get just short of 100%

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Segmented bar graph

Stacks the responses  into a bar that reaches 100% to show the conditional distribution

<p>Stacks the responses&nbsp; into a bar that reaches 100% to show the conditional distribution</p>
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Side by side bar graph

Used to compare the distributions of multiple different categories to make data easier to interpret

<p>Used to compare the distributions of multiple different categories to make data easier to interpret</p>
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Skewness

Either the right or left side has more data points

<p>Either the right or left side has more data points</p>
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Splitting stems

On a stemplot, adding more stems to better organize and interpret data when working with a large data set

<p>On a stemplot, adding more stems to better organize and interpret data when working with a large data set</p>
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Standard deviation

The average distance of values from the mean

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Symmetry

The right and left side are approximately mirrored; in a graph, mean and median are the same 

<p>The right and left side are approximately mirrored; in a graph, mean and median are the same&nbsp;</p>
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The five-number summary

Used to summarize boxplots: minimum, Q1, median, Q3, maximum values

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Variables

Characteristics being measured on an individual

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Variance

The value underneath a radical before the root is taken