2) Steve wanted to see whether there was any relationship between the temperature when he leaves for work in the moming, and the time it takes for him to get to work. He collected data over a 14 day period: Temperature (x°C) 25 19 23 27 32 35 29 27 21 18 16 17 28 34 Time (y minutes) 35 42 49 31 37 33 31 47 42 36 45 33 48 39 a Draw a scatter diagram for the data. bCalculate r. < Describe the relationship between the variables.

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter3: Straight Lines And Linear Functions
Section3.3: Modeling Data With Linear Functions
Problem 15SBE
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2)
Steve wanted to see whether there was any relationship between the temperature when he leaves for
work in the morning, and the time it takes for him to get to work.
He collected data over a 14 day period:
Temperature (x°C)
25
19 23
27
32 35
29 27
21
18
16
17
28 34
Time (y minutes)
35 42
49 31
37 33
31
47 42
36 45 33
48 39
a Draw a scatter diagram for the data.
b Calculate r.
e Describe the relationship between the variables.
d Is it reasonable to fit a linear model to this data? Explain your answer.
12
116
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Transcribed Image Text:2) Steve wanted to see whether there was any relationship between the temperature when he leaves for work in the morning, and the time it takes for him to get to work. He collected data over a 14 day period: Temperature (x°C) 25 19 23 27 32 35 29 27 21 18 16 17 28 34 Time (y minutes) 35 42 49 31 37 33 31 47 42 36 45 33 48 39 a Draw a scatter diagram for the data. b Calculate r. e Describe the relationship between the variables. d Is it reasonable to fit a linear model to this data? Explain your answer. 12 116 M Inbox To Do Notifications
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