Histogram Flashcards

1
Q

Main method of conveying information as it is used to explain and trends, and provide contextual.

A

Text presentation

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2
Q

Data are fundamentally presented in paragraphs or sentences.

A

Text presentation

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3
Q

Clear and effective way of conveying data and trends, especially when you want to provide context or explain results.

A

Text presentation

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4
Q

Convey information that has been converted into or words or numbers in rows and columns.

A

Table presentation

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5
Q

The most appropriate for presenting individual
information, and can present both quantitative and qualitative information.

A

Table presentation

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6
Q

A table listing all classes and their frequencies.

A

Frequency distribution

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7
Q

For nominal and ordinal data, a frequency distribution consists of a set of classes or categories along with the numerical counts that correspond to each one.

A

Frequency distribution

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8
Q

Organizes data points into categories or intervals and shows how frequently each category occurs.

A

Frequency distribution

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9
Q

It provides a clearer picture of how data is spread across different values or ranges.

A

Frequency distribution

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10
Q

The proportion of the total number of observations that appears in that interval.

A

Relative Frequency

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11
Q

It s computed by dividing the number of values within an interval by the total number of values in the table, multiplied by 100% to obtain the percentage of values in the interval.

A

Relative Frequency

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12
Q

The percentage of the total number of observations that have a value less than or equal to the upper limit of the interval.

A

Cumulative Frequency

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13
Q

It is calculated by summing the relative frequencies for the specified interval and all previous ones.

A

Cumulative Frequency

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14
Q

Simplify complex information by using images and emphasizing data patterns or trends, and are useful for summarizing, explaining, or exploring quantitative data.

A

Graphs

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15
Q

Popular type of graph used to display a frequency distribution for nominal or ordinal data.

A

Bar Chart

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16
Q

In a bar chart, the various categories into which observations fall are presented along with what axis?

A

Horizontal axis

17
Q

A bar that is drawn above each category such that the height of the bar represents either the frequency or the relative frequency of observations within that class.

A

Vertical bar

18
Q

Depicts a frequency distribution for discrete or continuous data.

A

Histogram

19
Q

It is a bar graph in which the horizontal scale represents classes and the vertical scale represents frequencies.

A

Histogram

20
Q

It is used to represent a frequency distribution for a categorical variable, and the frequencies are displayed by the heights off vertical bars, which are arranged in order from highest to lowest.

A

Pareto Chart

21
Q

What chart can use when the variable displayed on the horizontal axis is qualitative or categorical?

A

Pareto Chart

22
Q

Useful for comparing individual categories with the total.

A

Pie Chart

23
Q

It is constructed by placing a point at the center of each interval such that the height of the point is equal to the frequency or relative frequency associated with that interval.

A

Frequency Polygons

24
Q

Points are also placed on the horizontal axis at the midpoints of the intervals immediately preceding and immediately following the intervals that contain observations.

A

Frequency Polygons

25
Q

Another type of graph that can be used to summarize a set of discrete or continuous observations.

A

Scatter Plots (one-way)

26
Q

Used a single horizontal axis to display the relative position of each data point in the group.

A

Scatter Plots (one-way)

27
Q

Used to depict the relationship between two different continuous measurements.

A

Scatter Plots (two-way)

28
Q

Each point on the graph represents a pair of values.

A

Scatter Plots (two-way)

29
Q

The scale for one quantity is marked on the horizontal axis, or x-axis, and the scale for the other on the vertical axis, or y-axis.

A

Scatter Plots (two-way)