Line Plots

How many students scored 93% or less?

• 12

• 16

• 20

• 15

How many people went to the park 7 or more times?

• 1

• 2

• 3

• 4

The numbers on the line plot tell about _______.

• the number of visits to the park.

• the total distance traveled by visitors.

• the average age of park visitors.

• the types of activities in the park.

How many people in all went to the park in one month?

• 5

• 7

• 9

• 11

What is the first step in creating a line plot?

• Identify the data set and determine the range of values.

• Choose the type of graph to use.

• Collect data from various sources.

• Label the axes of the graph.

Can a line plot show data for different categories?

• Yes, a line plot can show multiple categories of data.

• No, a line plot typically shows one set of numerical data.

• Yes, line plots are designed for categorical data.

• No, line plots are only for qualitative data.

How do you read a line plot?

• Count the marks above each number to determine the frequency of each value.

• Add the numbers on the line plot to find the total.

• Draw a straight line through the marks to find the average.

• Ignore the marks and focus on the numbers only.

What is the purpose of a line plot?

• To visually represent data and make it easier to analyze frequency and trends.

• To display data in a circular format for better comparison.

• To show relationships between two variables using a straight line.

• To summarize data in a tabular format for quick reference.

What does each 'X' represent in a line plot?

• Each 'X' represents one occurrence of a value.

• Each 'X' represents the average of all values.

• Each 'X' represents a range of values.

• Each 'X' represents a different category.

When is a line plot most useful?

• A line plot is most useful for displaying small sets of data with repeated values.

• A line plot is best for showing trends over time with large datasets.

• A line plot is ideal for comparing categorical data across different groups.

• A line plot is used primarily for displaying data in a three-dimensional space.