Exploring One-Variable Data - Unit 1 Test

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AP Statistics 2024

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17 Terms

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What two variables are there?

Categorical and Quantitative.

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What would be considered Categorical?

Places individuals in categories + Can not find the average.

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What would be considered Quantitative?

Numerical values + Makes sense to find the average.

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What graphs are considered categorical variables?

  1. Two-Way Table

  2. Pie Chart

  3. Bar Graph

  4. Segmented

  5. Side-by-side

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What graphs are considered quantitative variables?

  1. Histogram

  2. Stemplot

  3. Back-to-Back Stemplot

  4. Boxplot

  5. Dotplot

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Boxplot

  1. IQR (middle 50% of data)

  2. 25% of data between each pair of numbers

  3. Outlier

  4. Min

  5. Lower Quartile Q1

  6. Median

  7. Upper Quartile Q3

  8. Max

<ol><li><p>IQR (middle 50% of data)</p></li><li><p>25% of data between each pair of numbers</p></li><li><p>Outlier</p></li><li><p>Min</p></li><li><p>Lower Quartile Q1</p></li><li><p>Median</p></li><li><p>Upper Quartile Q3</p></li><li><p>Max</p></li></ol>
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Unimodal

knowt flashcard image
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Bimodal

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Multimodal

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Two-Way Tables

Frequency = Count

Relative Frequency = %

Conditional Distribution : A/B

Marginal Distribution : B/C

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Measures of Center

  1. Skewed Left

  2. Symmetric

  3. Skewed Right

MEDIAN IS RESISTANTā€¦ MEAN IS NOT

ā€”> Mean is ā€œpulledā€ by a tail MORE THAN the median.

<ol><li><p>Skewed Left</p></li><li><p>Symmetric</p></li><li><p>Skewed Right</p></li></ol><p><em> </em></p><p><em>MEDIAN IS RESISTANTā€¦ MEAN IS NOT</em></p><p>ā€”&gt; Mean is ā€œpulledā€ by a tail MORE THAN the median.</p>
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Transforming Data

Add/Subtract:

Only Measures of Center

Multiply/Divide:

Measures of Center & Measures of Spread

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Measures of Spread (a.k.a. Variability) - More & Less Spread

<p></p>
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Measures of Spread (a.k.a. Variability) - Standard Deviation

Average distance from the mean.

<p><strong>Average distance from the mean.</strong></p>
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Measures of Spread (a.k.a. Variability) - Interquartile Range (IQR)

IQR = Q3 - Q1

Middle 50% of data

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Measures of Spread (a.k.a. Variability) - Variance % Standard D.

Variance = (St. Dev)Ā²

St. Dev = square root Variance

IQR IS RESISTANTā€¦STANDARD DEVIATION IS NOT.

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