Men's and women's winning national championship bowling scores are shown for a random sample of years. Is there a linear relationship between the men's and women's winning scores? Men 823 858 812 832 833 826 O Women 752 754 771 736 792 763 A. There is NOT linear relationship because the linear correlation coefficient is close to 1 or -1. O B. There is NOT a linear relationship because the linear correlation coefficient is close to 0. C. There is a linear relationship because the linear correlation coefficient is close to 0. D. There is a linear relationship because the linear correlation coefficient is close to 1 or -1.

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Men's and women's winning national championship bowling scores are shown for a random sample of years. Is there a linear relationship between the men's and women's winning scores?
Men
823
858
812
832
833
826
Women 752
754
771
736
792
763
A. There is NOT a linear relationship because the linear correlation coefficient is close to 1 or -1.
B. There is NOT a linear relationship because the linear correlation coefficient is close to 0.
C. There is a linear relationship because the linear correlation coefficient is close to 0.
D. There is a linear relationship because the linear correlation coefficient is close to 1 or -1.
Click to select your answer.
?
Transcribed Image Text:Men's and women's winning national championship bowling scores are shown for a random sample of years. Is there a linear relationship between the men's and women's winning scores? Men 823 858 812 832 833 826 Women 752 754 771 736 792 763 A. There is NOT a linear relationship because the linear correlation coefficient is close to 1 or -1. B. There is NOT a linear relationship because the linear correlation coefficient is close to 0. C. There is a linear relationship because the linear correlation coefficient is close to 0. D. There is a linear relationship because the linear correlation coefficient is close to 1 or -1. Click to select your answer. ?
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