A teacher plots the number of classes their students missed (x) with their scores on a test (y). The linear regression equation y = -4x + 98 is also shown on the graph. sses Missed Based on this information, which statements describe the possible relationship between the number of classes missed and the test scores? Select all that apply. O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 98. O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 90. O Based on the linear regression equation, the slope means that for every missed class, the expected test score decreases by 4 points. O Based on the linear regression equation, the slope means that for every missed class, the expected test score increases by 4 points. O Based on the linear regression equation, as the number of days a student misses class increases, the expected test score increases. O Ra cod on the linoar rogrocsion ocLuation as the numbor of davs a studont micces clacs incro cos th o oxnoctod tost scoro d ocroasos
A teacher plots the number of classes their students missed (x) with their scores on a test (y). The linear regression equation y = -4x + 98 is also shown on the graph. sses Missed Based on this information, which statements describe the possible relationship between the number of classes missed and the test scores? Select all that apply. O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 98. O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 90. O Based on the linear regression equation, the slope means that for every missed class, the expected test score decreases by 4 points. O Based on the linear regression equation, the slope means that for every missed class, the expected test score increases by 4 points. O Based on the linear regression equation, as the number of days a student misses class increases, the expected test score increases. O Ra cod on the linoar rogrocsion ocLuation as the numbor of davs a studont micces clacs incro cos th o oxnoctod tost scoro d ocroasos
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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![A teacher plots the number of classes their students missed (x) with their scores on a test (y). The linear regression equation y = -4x + 98 is also shown on the graph.
sses Missed
Based on this information, which statements describe the possible relationship between the number of classes missed and the test scores? Select all that apply.
O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 98.
O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 90.
O Based on the linear regression equation, the slope means that for every missed class, the expected test score decreases by 4 points.
O Based on the linear regression equation, the slope means that for every missed class, the expected test score increases by 4 points.
O Based on the linear regression equation, as the number of days a student misses class increases, the expected test score increases.
O Based on the linear regression equation, as the number of days a student misses class increases, the expected test score decreases.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa904265e-2b19-4aa3-b466-fe0c1c101b8f%2F026d4c84-b099-4eab-a2e3-391308edf3c2%2F4ht136j_processed.png&w=3840&q=75)
Transcribed Image Text:A teacher plots the number of classes their students missed (x) with their scores on a test (y). The linear regression equation y = -4x + 98 is also shown on the graph.
sses Missed
Based on this information, which statements describe the possible relationship between the number of classes missed and the test scores? Select all that apply.
O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 98.
O Based on the linear regression equation, the y-intercept means that for 0 missed classes, the expected test score is 90.
O Based on the linear regression equation, the slope means that for every missed class, the expected test score decreases by 4 points.
O Based on the linear regression equation, the slope means that for every missed class, the expected test score increases by 4 points.
O Based on the linear regression equation, as the number of days a student misses class increases, the expected test score increases.
O Based on the linear regression equation, as the number of days a student misses class increases, the expected test score decreases.
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