AP Statistics Unit 1: Exploring One-Variable Data

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28 Terms

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Quantitative Variable

Thsi type of variable takes on numerical values for measured or counted quantities

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Categorical Variable

Takes on values that are category names or group labels

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16/23

What is the marginal proportion in this table
(External out of all students)

<p>What is the marginal proportion in this table <br>(External out of all students)</p>
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3/23

What is the joint proportion in this table

(Internal Math out of all students)

<p>What is the joint proportion in this table</p><p>(Internal Math out of all students)</p>
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3/7

What is the conditional proportion in this table

(Internal out of math)

<p>What is the conditional proportion in this table</p><p>(Internal out of math)</p>
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0

To avoid misleading graphs, all graphs need to start at ____

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Segmented Bar Graph

In this type of graph, the bars stack up to make 100%

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Mosaic Plot

In this type of segmented bag graph, the width of the bars is proportional to the group size

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Association

Knowing the value of one variable helps us predict the other

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Discrete

This type of variable can contain a countable number of values (no decimals)

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Continuous

This type of vaariable can contain an infinite number of values (decimals are ok)

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Skewed Left

The second graph in this image is _____

<p>The second graph in this image is _____</p>
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symmetrical

The first graph in this image is _____

<p>The first graph in this image is _____</p>
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Skewed Right

The third graph in this image is _____

<p>The third graph in this image is _____</p>
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Standard Deviation

Average distance from the mean

<p>Average distance from the mean</p>
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Variance

(SD)2

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Nonresistant

The mean and Standard Deviation of a data set are ______ because they are greatly affected by outliers

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Resistant

The median of a data set is _________ because it is minimally affected by outliers

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IQR

Interquartile Range (Q3-Q1)

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Low outliers

These are <Q1 - 1.5 * IQR or <mean - 2SD

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High outliers

These are >Q3 + 1.5 * IQR or >mean + 2SD

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Unimodal

When data is this shape, it has one “peak”

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Bimodal

When data is in this shape, it has two “peaks”

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Mean

Sum of all values divided by the number of values

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Median

“middle value” of a data set

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Q1

Median of the first half of a data set (Not including the median)

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Q3

Median of the second half of the data set (Not including the median)

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Range

Difference between the max and min values