predicted value of the language test score. = 3.251x + 31.237 Compute the value of ŷ when a student spends 35 hours reading. Give your answer precise to one decimal place. Avoid rounding until the last step.

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Suppose Tatiyana is interested in the relationship
y
between language ability and time spent reading. She
120-
randomly selects a sample of 30 students from the
100-
local high school and collects their scores from a
language aptitude test. She surveys the sample asking
80-
each student how many hours per month he or she
60-
spends reading.
40-
Using the sample data, Tatiyana produces a scatterplot
20-
with reading time on the horizontal axis and language
test scores on the vertical axis. She develops a least
5
10
15
20
25
squares regression equation where x is the amount of
Reading time in hours
time spent reading during the month and ŷ is the
predicted value of the language test score.
ŷ = 3.251x + 31.237
Compute the value of ŷ when a student spends 35 hours reading. Give your answer precise to one decimal place. Avoid
rounding until the last step.
Language test score in points
• 0.
Transcribed Image Text:Suppose Tatiyana is interested in the relationship y between language ability and time spent reading. She 120- randomly selects a sample of 30 students from the 100- local high school and collects their scores from a language aptitude test. She surveys the sample asking 80- each student how many hours per month he or she 60- spends reading. 40- Using the sample data, Tatiyana produces a scatterplot 20- with reading time on the horizontal axis and language test scores on the vertical axis. She develops a least 5 10 15 20 25 squares regression equation where x is the amount of Reading time in hours time spent reading during the month and ŷ is the predicted value of the language test score. ŷ = 3.251x + 31.237 Compute the value of ŷ when a student spends 35 hours reading. Give your answer precise to one decimal place. Avoid rounding until the last step. Language test score in points • 0.
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