The following scatterplot shows the relationship between the left and right forearm lengths (cm) for 55 college students along with the regression line, where y =left forearm length x = right forearm length 31 30 - 20 - E 28 - 27 - 26 - 25 - 24- 23- 22 - Right arm (cm) Find: One of the four choices is the value of the correlation for this situation. The correlation is A. -o.88 B. 0.00 C. o.88 D. 1.00 The proportion of total variation explained by x, r2 , is closest to A. 78.3% B. 0.0% C. -78.3% D. 100.0% Left am (cm)

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Author:Amos Gilat
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The following scatterplot shows the relationship between the left and right forearm lengths (cm)
for 55 college students along with the regression line, where y =left forearm length x = right forearm length
31-
30 -
29 -
E 28 -
27
20
S 26.
22 -
20 17 de to do 31
Right arm (cm)
Find:
One of the four choices is the value of the correlation for this situation. The correlation is
A. -0.88
B. 0.00
C. 0.88
D. 1.00
The proportion of total variation explained by x, r² , is closest to
A. 78.3%
B. 0.0%
C. -78.3%
D. 100.0%
Transcribed Image Text:The following scatterplot shows the relationship between the left and right forearm lengths (cm) for 55 college students along with the regression line, where y =left forearm length x = right forearm length 31- 30 - 29 - E 28 - 27 20 S 26. 22 - 20 17 de to do 31 Right arm (cm) Find: One of the four choices is the value of the correlation for this situation. The correlation is A. -0.88 B. 0.00 C. 0.88 D. 1.00 The proportion of total variation explained by x, r² , is closest to A. 78.3% B. 0.0% C. -78.3% D. 100.0%
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