The IQ scores and English test scores of fifth grade students a regression line y = -26.7 +0.9346s, where ŷ is the predicted E s is the IQ score. An actual English test score for a student is 6 96. Find and interpret the residual. O-2.68; The regression line underpredicts the student's En score. 2.68; The regression line overpredicts the student's Engli score. O-2.68; The regression line overpredicts the student's Eng score. O2.68; The regression line underpredicts the student's Eng

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I’m taking a statistics and probability class please help me and answer this correctly I want to learn
nd English test scores of fifth grade students are given by the
where ŷ is the predicted English score and
. An actual English test score for a student is 65.7 with an IQ of
=-26.7+0.9346s,
et the residual.
regression line underpredicts the student's English test
egression line overpredicts the student's English test
regression line overpredicts the student's English test
egression line underpredicts the student's English test
Transcribed Image Text:nd English test scores of fifth grade students are given by the where ŷ is the predicted English score and . An actual English test score for a student is 65.7 with an IQ of =-26.7+0.9346s, et the residual. regression line underpredicts the student's English test egression line overpredicts the student's English test regression line overpredicts the student's English test egression line underpredicts the student's English test
The IQ scores and English test scores of fifth grade students ar
regression line y = -26.7 +0.9346s, where ŷ is the predicted Er
s is the IQ score. An actual English test score for a student is 65
96.
Find and interpret the residual.
-2.68; The regression line underpredicts the student's Eng
score.
O2.68; The regression line overpredicts the student's Englis
score.
O-2.68; The regression line overpredicts the student's Engl
score.
2.68; The regression line underpredicts the student's Engl
score.
Transcribed Image Text:The IQ scores and English test scores of fifth grade students ar regression line y = -26.7 +0.9346s, where ŷ is the predicted Er s is the IQ score. An actual English test score for a student is 65 96. Find and interpret the residual. -2.68; The regression line underpredicts the student's Eng score. O2.68; The regression line overpredicts the student's Englis score. O-2.68; The regression line overpredicts the student's Engl score. 2.68; The regression line underpredicts the student's Engl score.
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