From the calculation that you obtained, interpret the correlation coefficient of the data found in the table

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 27PFA
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From the calculation that you obtained, interpret the correlation coefficient
of the data found in the table
Person
Hand
Height
A
17
150
B
15
154
19
169
17
172
E
21
175
port
Transcribed Image Text:From the calculation that you obtained, interpret the correlation coefficient of the data found in the table Person Hand Height A 17 150 B 15 154 19 169 17 172 E 21 175 port
O a. The correlation coefficient is 0.72, which
is a high, positive correlation. Meaning
that in this data set, as height increases,
so does hand height.
U b. The correlation coefficient is 0.65, which
is a low, negative correlation. Meaning
that in this data set, as height decreases,
so does hand height.
c.
The correlation coefficient is 0.47, which
is a low but positive correlation.
Meaning that in this data set, as height
increases, hand height decreases.
O d.
The correlation coefficient is 0.86,
which is a high, positive correlation.
Meaning that in this data set, as height
increases, so does hand height.
Transcribed Image Text:O a. The correlation coefficient is 0.72, which is a high, positive correlation. Meaning that in this data set, as height increases, so does hand height. U b. The correlation coefficient is 0.65, which is a low, negative correlation. Meaning that in this data set, as height decreases, so does hand height. c. The correlation coefficient is 0.47, which is a low but positive correlation. Meaning that in this data set, as height increases, hand height decreases. O d. The correlation coefficient is 0.86, which is a high, positive correlation. Meaning that in this data set, as height increases, so does hand height.
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