Business Statistics Chapter 2 - Descriptive Statistics (Tabular & Graphical Displays)

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Last updated 3:39 PM on 2/3/26
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32 Terms

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Frequency Distribution (Categorical Variable)

tabular summary of data showing the number (frequency) of observations in each of several non-overlapping categories or classes.

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Relative Frequency

The proportion of the total number of data items belonging to the class

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Percent Frequency

The relative frequency multiplied by 100.

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Bar chart

a graphical display for depicting categorical data summarized in a frequency, relative frequency or percent frequency distribution.

On one axis (usually the horizontal axis),

we specify the labels used for the classes

(categories).

• A frequency, relative frequency, or percent

frequency scale is used for the other axis

(usually the vertical axis).

• Using a bar of fixed width, drawn above

each class label, we extend the height

appropriately.

• The bars are separated to emphasize the

fact that each class is a separate category.

<p>a graphical display for depicting categorical data summarized in a frequency, relative frequency or percent frequency distribution.</p><p>On one axis (usually the horizontal axis),</p><p>we specify the labels used for the classes</p><p>(categories).</p><p>• A frequency, relative frequency, or percent</p><p>frequency scale is used for the other axis</p><p>(usually the vertical axis).</p><p>• Using a bar of fixed width, drawn above</p><p>each class label, we extend the height</p><p>appropriately.</p><p>• The bars are separated to emphasize the</p><p>fact that each class is a separate category.</p><p></p>
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Pie Chart

provides another graphical display for presenting relative frequency and percent frequency distributions for categorical data

  • Use the percent frequencies to subdivide the circle into sectors that are proportional to the precent frequency for each class

  • Similar calculations for the other classes yield the __ ____ shown

<p>provides another graphical display for presenting relative frequency and percent frequency distributions for categorical data</p><ul><li><p>Use the percent frequencies to subdivide the circle into sectors that are proportional to the precent frequency for each class</p></li><li><p>Similar calculations for the other classes yield the __ ____ shown</p></li></ul><p></p>
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Steps to Define the classes for a Frequency Dist.

  1. Number of classes

  2. Width of the classes

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Class Limits

Are chosen so that classes do not overlap, and each data item only belongs to one class

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Relative Frequency of a Class

We define the _______________ and percent frequency distributions for quantitative data in the same manner as for categorical data.

<p>We define the _______________ and percent frequency distributions for quantitative data in the same manner as for categorical data. </p>
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cumulative frequency distribution

shows the number of items with values less than or equal to the upper limit of each class

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cumulative relative frequency distribution

shows the proportion of items with values less than or equal to the upper limit of each class.

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cumulative percent frequency distribution

shows the percentage of items with values less than or equal to the upper limit of each class

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Dot Plot

  • one of the simplest graphical summaries of quantitative data.

  • the horizontal axis shows the range for the data, with class limits and each data value is represented by a dot placed above the axis.

  • Show the details of the data and are useful for comparing the distribution of the data for two or more variables

<ul><li><p>one of the simplest graphical summaries of quantitative data.</p></li><li><p>the horizontal axis shows the range for the data, with class limits and each data value is represented by a dot placed above the axis.</p></li><li><p>Show the details of the data and are useful for comparing the distribution of the data for two or more variables</p></li></ul><p></p>
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Histogram

a common graphical display that can be prepared for quantitative data previously summarized in a frequency, relative frequency, or percent frequency distribution.

• The variable of interest is placed on the horizontal axis.

• A rectangle is drawn above each class interval with its height corresponding to the interval’s frequency, relative frequency, or percent frequency.

• Unlike a bar graph, this has no natural separation between rectangles of adjacent classes

• It gives info about the shape and form of a distribution

<p>a common graphical display that can be prepared for quantitative data previously summarized in a frequency, relative frequency, or percent frequency distribution.</p><p>• The variable of interest is placed on the horizontal axis.</p><p>• A rectangle is drawn above each class interval with its height corresponding to the interval’s frequency, relative frequency, or percent frequency.</p><p>• Unlike a bar graph, this has no natural separation between rectangles of adjacent classes</p><p>• It gives info about the shape and form of a distribution</p>
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Moderately Skewed Left Histogram

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Moderately Skewed Right Histogram

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Highly Skewed Right

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Symmetric Skewed Histogram

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Stem-and-Leaf Display

Shows both the rank order and shape of a distribution of data. It is similar to a histogram on its side, but it has the advantage of showing the actual values.

• The leading digits of each data item are arranged to the left of a vertical line.

• To the right of the vertical line, we record the last digit for each item in rank order.

• Each line (row) in the display is referred to as a stem.

• Each digit on a stem is a leaf.

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Crosstabulation

a statistical tool in business analytics that analyzes the relationship between two or more categorical variables by arranging them in a matrix format.

  • It displays joint frequency distributions to identify patterns, trends, and dependencies between, for example, demographic groups and product preferences.

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Scatter Diagram

is a graphical presentation of the relationship between two quantitative variables.

<p>is a graphical presentation of the relationship between two quantitative variables.</p>
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Trendline

Is a line that provides an approximation of the relationship

<p> Is a line that provides an approximation of the relationship</p>
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Positive Relationship Trendline

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Negative Relationship Trendline

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No Apparent Relationship Trendline

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Side-by-Side Bar Chart

is a graphical display for depicting multiple bar charts on the same display.

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Stacked Bar Chart

Can also be used to compare 2 varibales on the same display, each bar is broken into rectangular segments of a different color showing the relative frequency of each class in a manner similar to a pie chart.

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Data visualization

is the use of graphical displays to summarize and present data.

The goal of __________ is to communicate, as effectively and clearly as possible, the key information about the data.

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Guidelines for an effective Graphical Display

• It displays a clear and concise title.

• It keeps the display simple, yet informative.

• Each axis is clearly labeled, and units are provided.

• The two colors used are distinct, and a legend is provided to explain their use.

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To Make Comparisons

Side-by-Side Bar Chart: used to compare two variables

Stacked Bar Charts: used to compare the relative frequency or percent frequency of two categorical variables

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To Show Relationships

Scatter diagram: used to show the relationship between two quantitative variables

Trendline: used to approximate the relationship of data in a scatter diagram

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Data Dashboard

widely used data visualization tool that organizes and presents key performance indicators (KPIs) used to monitor an organization or process.

  • provides timely summary information that is easy to read, understand, and interpret.

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Guidelines for Data Dashboards

• Minimize the need for screen scrolling.

• Avoid unnecessary use of color or 3D displays.

• Use borders between charts to improve readability.