Chapter 2 Review: Frequency Distributions and Graphical Displays of Data

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Vocabulary flashcards covering key definitions, mathematical formulas, graph types, and distribution shapes from Chapter 2 Review.

Last updated 1:06 PM on 9/17/26
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37 Terms

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Ordered array

An ordered list of data from largest to smallest or vice versa.

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Distribution

A way to describe the structure of a particular data set or population.

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Frequency distribution

A display of the values that occur in a data set and how often each value, or range of values, occurs.

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Probability distribution

A theoretical distribution used to predict the probabilities of particular data values occurring in a population.

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Ungrouped frequency distribution

A frequency distribution in which each category represents a single value.

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Frequency, ff

The number of data values in a category of a frequency distribution.

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Class

A category of data in a frequency distribution.

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Grouped frequency distribution

A frequency distribution in which the classes are ranges of possible values.

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Class width

The difference between the lower limits or upper limits of two consecutive classes of a frequency distribution.

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Lower class limit

The smallest number that can belong to a particular class.

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Upper class limit

The largest number that can belong to a particular class.

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Sample size, nn

The sum of all the frequencies in a frequency distribution.

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Class boundary

The value that lies halfway between the upper limit of one class and the lower limit of the next class.

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Class Midpoint

Calculated as Class Midpoint=Lower Limit+Upper Limit2\text{Class Midpoint} = \frac{\text{Lower Limit} + \text{Upper Limit}}{2}.

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Relative frequency

The fraction or percentage of the data set that falls into a particular class, given by Relative Frequency=fn\text{Relative Frequency} = \frac{f}{n}.

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Cumulative frequency

The sum of the frequencies of a given class and all previous classes.

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Pie chart

Shows how large each category of qualitative data is in relation to the whole; uses relative frequencies to divide the "pie" into wedges.

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Bar graph

Bars are used to represent the amount of data in each category; one axis displays the categories of qualitative data and the other axis displays the frequencies.

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Pareto chart

A bar graph with the bars in descending order of frequency; typically used with nominal data.

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Side-by-side bar graph

A bar graph that compares the same categories for different groups.

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Stacked bar graph

A bar graph that compares the same categories for different groups and shows category totals.

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Histogram

A bar graph of a frequency distribution of quantitative data; the horizontal axis is a number line.

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Frequency histogram

A histogram in which the heights of the bars represent frequencies.

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Relative frequency histogram

A histogram in which the heights of the bars represent relative frequencies in either decimals or percentages.

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Frequency polygon

A visual display of the frequency of each class of quantitative data that uses straight lines to connect points plotted above the class midpoints.

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Ogive

A graph that displays the cumulative frequency of each class of quantitative data by using straight lines to connect points plotted above the upper class boundaries.

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Stem-and-leaf plot

Retains the original data; the leaves are the last significant digit in each data value and the stems are the remaining digits.

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Dot plot

Retains the original data by plotting a dot above each data value on a number line.

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Line graph

Uses straight lines to connect points plotted at the value of each measurement above the time it was taken.

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Time-series graph

A line graph that is used to display a variable whose values change over time.

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Cross-sectional graph

Displays information collected at only one point in time.

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Pictograph

A bar graph that uses pictures of objects instead of bars.

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Outlier

A data value that falls outside the shape of the distribution.

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Uniform graph shape

The frequency of each class is relatively the same; graph has a rectangular shape.

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Symmetric graph shape

The data lie evenly on both sides of the distribution.

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Skewed to the right

The majority of the data fall on the left side of the distribution.

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Skewed to the left

The majority of the data fall on the right side of the distribution.