The following table shows the retail values of a 2010 Corvette for various odometer readings (total distance travelled). Find the linear correlation coefficient for these data. Odometer reading Retail value 13,000 $52,275 18,000 $51,525 20,000 $51,200 25,000 $50,275 29,000 $49,625 32,000 $49,075 Select the correct response: -0.898 +0.999 -0.999 +0.789

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.5: Correlation And Causation
Problem 23PFA
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The following table shows the retail values of a 2010 Corvette for various odometer readings (total distance
travelled). Find the linear correlation coefficient for these data.
Odometer reading Retail value
13,000
$52,275
18,000
$51,525
20,000
$51,200
25,000
$50,275
29,000
$49,625
32,000
$49,075
Select the correct response:
-0.898
+0.999
-0.999
+0.789
Transcribed Image Text:The following table shows the retail values of a 2010 Corvette for various odometer readings (total distance travelled). Find the linear correlation coefficient for these data. Odometer reading Retail value 13,000 $52,275 18,000 $51,525 20,000 $51,200 25,000 $50,275 29,000 $49,625 32,000 $49,075 Select the correct response: -0.898 +0.999 -0.999 +0.789
An auto manufacturer wants to determine the relation between average speed and miles per gallon for her new economy vehicle.
The table shows the results from six average speed tests.
Average Speed (mph), x
38
41 48 59
59 | 68
Miles Per Gallon, y
54
53 52 48 44 35
Use the least squares regression line to estimate the miles per gallon for 34 mph. Round your answer to two decimal places, if
necessary.
Select the correct response:
64.4
58
48.9
63.8
Transcribed Image Text:An auto manufacturer wants to determine the relation between average speed and miles per gallon for her new economy vehicle. The table shows the results from six average speed tests. Average Speed (mph), x 38 41 48 59 59 | 68 Miles Per Gallon, y 54 53 52 48 44 35 Use the least squares regression line to estimate the miles per gallon for 34 mph. Round your answer to two decimal places, if necessary. Select the correct response: 64.4 58 48.9 63.8
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