The linear coefficient of correlation, a measure of the relatedness of two variables is defined by r= m(s, /s), where s, and s, are the standard deviations of the X-values and y-values, respectively. Compute r for the given data. 3 7 5 10 6 7 3 8 y 14 11 10 7 8 12 9 10 7 (Round to the nearest thousandth as needed.)

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The linear coefficient of correlation, a measure of the relatedness of two variables is defined by r= m(s, /s,), where s, and s, are the standard deviations of the
X-values and y-values, respectively. Compute r for the given data.
3
7
7
10
7
3
8
y
14
11
10
7
8
12
10
7
= (Round to the nearest thousandth as needed.)
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sise(4);"
DPearson
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00
26
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Transcribed Image Text:The linear coefficient of correlation, a measure of the relatedness of two variables is defined by r= m(s, /s,), where s, and s, are the standard deviations of the X-values and y-values, respectively. Compute r for the given data. 3 7 7 10 7 3 8 y 14 11 10 7 8 12 10 7 = (Round to the nearest thousandth as needed.) View an example Get more help - Clear all Check answer Help me solve this sise(4);" DPearson stv li 00 26 MacBook Pro
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