Based on the data of the scatter plot, what would you expect the sales to be when it is 20 degrees? Options: 400, 500, 450, 350
Scatter Plots Checkup

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Mathematics
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8th Grade
•
Hard
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1.
FLASHCARD QUESTION
Front
Back
450
2.
FLASHCARD QUESTION
Front
Which scenario would most likely show a negative association between the variables?
- the height of a tree, x, and the amount of time it takes to climb to the top of the tree, y
- the number of people in the mall, x, and the number of cars in the parking lot, y
- miles traveled in a car, x, and the amount of gasoline used, y
- time spent reading a book, x, and the number of pages left to read, y
Back
time spent reading a book, x, and the number of pages left to read, y
3.
FLASHCARD QUESTION
Front
Describe the association shown in the scatter plot between the age of a motorcycle and the sale price of the motorcycle. Fill in the blanks: The scatter plot shows ______________________ association because as the age of a motorcycle increases, the sale price _____________________ .
Back
a negative, decreases
4.
FLASHCARD QUESTION
Front
What would the line of best fit reveal about the data in a scatter plot showing sizes and annual rents of office spaces?
Back
There is a strong positive relationship between the cost of rent and the size of the office space.
5.
FLASHCARD QUESTION
Front
A scatter plot for calories burned and minutes of exercise is drawn. Observe the graph carefully and identify the outliers present.
Options:(140,150)
,(150,140)
,(180,450)
,None of these
Back
(140,150)
6.
FLASHCARD QUESTION
Front
In the scatter plot for calories burned and minutes of exercise, what is the context of the outliers present? Options: The person who exercised for 140 minutes burned 150 calories, The person who exercised for 150 minutes burned 140 calories, The person who exercised for 180 minutes burned 450 calories, Not applicable - there is no outlier.
Back
The person who exercised for 140 minutes burned 150 calories.
7.
FLASHCARD QUESTION
Front
Equation of the line of best fit for the scatter plot.
Back
y = x + 5
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