the annual tuition and parent rating of 12 private schools is shown in the scatterplot the schools are waiting on a scale of 0 to 100.

Part A: describe the association shown in scatterplot

Part B: give an example of a data points that affects the appropriateness of using a linear regression model to fit all the data. Explain

Part C: give an example of a school that is cost-effective and rated highly by parents

Part A: describe the association shown in scatterplot

Part B: give an example of a data points that affects the appropriateness of using a linear regression model to fit all the data. Explain

Part C: give an example of a school that is cost-effective and rated highly by parents

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There is no

associationin scatter plot of theannual tuitionandparent ratingof the 12 private schools## Part A: The association shown in scatter plot

We can see that the points on the

scatterplot arescattered, and they do not follow aspecific pattern.This means that there is no

associationin scatter plot## Part B: A data points that affects the appropriateness of using a linear regression model

A

pointthat would affect theappropriatenessis a point that is relatively far from other data points i.e.an outlierAn example of this

pointis thepointbetween x = 8000 and 10000 and y = 0 and 10## Part C: A school that is cost-effective and rated highly by parents

This school would have a

high ratingand amediumor not so high costFrom the scatter plot, an

exampleof aschoolthat has this feature have atuitionclose to $6000 andratingclose to 90Read more about

associationat:https://brainacademy.pro/question/382585

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