What percentage of the variability in the amout of fuel used can be explained by the variability in the distance? Determine the regression line for distance and amount of fuel used?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.3: Measures Of Spread
Problem 1GP
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What percentage of the variability in the amout of fuel used can be explained by the variability in the distance? Determine the regression line for distance and amount of fuel used?
10:33
32%
+ MMW.WORKSHEET.wk9.pdf
c. in a snipment or 430U tomatoes, now many tomatoes can pe expected to weign trom u.31 ID to U.91 ID?
Exercise 3: A car was driven 6 times to measure the distance and the amount of fuel used. The results are as follows:
4
6.
Distance (km)
Amount of fuel used (L)
1. Construct a scatter plot
2. Is there a linear relationship between distance and the amount of fuel used? If so, how would you describe the
relationship?
3. What percentage of the variability in the amount of fuel used can be explained by the variability
4. Determine the regression line for distance and amount of fuel used,
20
25
30
35
28
40
2.14
2.75
2.65
3.
2,80
2.479
the distance?
Reminder:
Output/ Exercises to be Submitted
Exercise 1
Exercise 2
Exercise 3
Transcribed Image Text:10:33 32% + MMW.WORKSHEET.wk9.pdf c. in a snipment or 430U tomatoes, now many tomatoes can pe expected to weign trom u.31 ID to U.91 ID? Exercise 3: A car was driven 6 times to measure the distance and the amount of fuel used. The results are as follows: 4 6. Distance (km) Amount of fuel used (L) 1. Construct a scatter plot 2. Is there a linear relationship between distance and the amount of fuel used? If so, how would you describe the relationship? 3. What percentage of the variability in the amount of fuel used can be explained by the variability 4. Determine the regression line for distance and amount of fuel used, 20 25 30 35 28 40 2.14 2.75 2.65 3. 2,80 2.479 the distance? Reminder: Output/ Exercises to be Submitted Exercise 1 Exercise 2 Exercise 3
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