# Linear Regression and Prediction Quiz

Quiz by Melissa Barhart, updated more than 1 year ago
 Created by Melissa Barhart over 3 years ago
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### Description

9th grade Math Quiz on Linear Regression and Prediction Quiz, created by Melissa Barhart on 04/18/2018.

## Resource summary

### Question 1

Question
To plan its upcoming programming, a local television station wanted to study the television watching habits of people in the area. Station executives called a random sample of people in their broadcast area and asked them a variety of questions. In particular, they asked people their ages, x, and how many hours of television they had watched last week, y. Find the equation for the linear regression model that fits the data.
• y = 0.124x + 3.275
• y = 3.275x + 0.124
• x = 0.124y + 3.275
• x = 3.275y + 0.124

### Question 2

Question
Based on the linear regression model from the previous question, approximately how many hours of television do you predict a 30 year old watched last week?
• 3 years
• 5 years
• 7 years
• 9 years

### Question 3

Question
Based on the linear regression model from the previous 2 questions, approximately how old would you estimate a person is given that they watched 8 hours of television last week?
• 22 years old
• 27 years old
• 38 years old
• 53 years old

### Question 4

Question
A medical student reads that with enough sun exposure, the human body can manufacture vitamin D3. This sounds too amazing to be true, so he decides to test it out. Over the next few weeks, he spends a varying number of hours in the sun, x. At the end of each week, he measures the concentration of vitamin D3 in his blood (in nanograms per milliliter), y. Find the equation for the linear regression model that fits the data.
• x = 4.673y + 5.216
• y = 4.673x + 5.216
• x = 5.216y + 4.673
• y = 5.216x + 4.673

### Question 5

Question
Based on your linear regression model from the previous question, approximately how many hours of did she spend in the sun if the concentration of vitamin D3 in her blood is 60 ng per ml?
• 10.6 hours
• 317.6 hours
• 9.5 hours

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