Math Apps HW 12.8

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Select all that apply to describe the assoication of this scatterplot

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Describe the assocition for the scatterplot.

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The scatter plot below shows a relationship between hours worked and money earned. Which relationship best describes the relationship between the variables?

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Which statement best describes the trend shown in the relationship from number 3?

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This scatter plot shows a relationship between age and height. Which best describes the relationship between the variables?

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Which statement best describes the trend shown in the relationship from number 5?

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This scatter plot shows the relationship between the age of a car and its value. Which best describes the relationship between the variables?

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Which statement best describes the trend shown in the relationship from number 7?

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This scatter plot shows a relationship between the outdoor temperature and the number of customers in an ice cream store. Which best describes the relationship between the variables?

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Which statement best describes the trend shown in the relationship from number 9?

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This scatter plot shows a relationship between the TVs purchased and prices. Which best describes the relationship between the variables?

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Which statement best describes the trend shown in the relationship from number 11?

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This scatter plot shows a relationship between the cost of Chevy cars and their gas mileage. Which best describes the relationship between the variables?

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Which statement best describes the trend shown in the relationship from number 13?

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Identify the data sets as having a positive, a negative, or no association.

The number of hours a person has driven and the number of miles driven.
The number of siblings a student has and the grade they have in math class.
The age of a car and the value of the car.
The number of weeks an album has been out and the total sales.
The number of years a person went to school and their income.
The number of apps downloaded on your phone and the amount of memory available.
The amount of time spent on your phone and the number of messages sent and received.
The age of a house and the number of people living in the house.

Positive Association
Negative Association
No Association

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Circle the outlier(s).

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Use the graph to predict the weekly cost of gas for someone who commutes 20 miles.

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Select all that apply to describe the assoication of this scatterplot

Describe the assocition for the scatterplot.

The scatter plot below shows a relationship between hours worked and money earned. Which relationship best describes the relationship between the variables?

Which statement best describes the trend shown in the relationship from number 3?

This scatter plot shows a relationship between age and height. Which best describes the relationship between the variables?

Which statement best describes the trend shown in the relationship from number 5?

This scatter plot shows the relationship between the age of a car and its value. Which best describes the relationship between the variables?

Which statement best describes the trend shown in the relationship from number 7?

This scatter plot shows a relationship between the outdoor temperature and the number of customers in an ice cream store. Which best describes the relationship between the variables?

Which statement best describes the trend shown in the relationship from number 9?

This scatter plot shows a relationship between the TVs purchased and prices. Which best describes the relationship between the variables?

Which statement best describes the trend shown in the relationship from number 11?

This scatter plot shows a relationship between the cost of Chevy cars and their gas mileage. Which best describes the relationship between the variables?

Which statement best describes the trend shown in the relationship from number 13?

Identify the data sets as having a positive, a negative, or no association.

Circle the outlier(s).

Use the graph to predict the weekly cost of gas for someone who commutes 20 miles.

Use the graph to predict how many miles the commute is for someone that pays $45 each week on gas.