choose all values of the correlation coefficient, r, that indicate a strong but not perfect linear…

choose all values of the correlation coefficient, r, that indicate a strong but not perfect linear relationship between variables.\na. r = - 0.85\nb. r = - 0.10\nc. r = 0.15\nd. r = 0.90\ne. r = 1.00

choose all values of the correlation coefficient, r, that indicate a strong but not perfect linear relationship between variables.\na. r = - 0.85\nb. r = - 0.10\nc. r = 0.15\nd. r = 0.90\ne. r = 1.00

Answer

Brief Explanations:

The correlation coefficient (r) ranges from - 1 to 1. Values close to - 1 or 1 indicate a strong linear relationship. Values close to 0 indicate a weak linear relationship. A strong (but not perfect) linear relationship is indicated by (r) values that are close to - 1 or 1 but not exactly - 1 or 1. So, (r=-0.85) and (r = 0.90) indicate strong (but not perfect) linear relationships.

Answer:

B. (r=-0.85), D. (r = 0.90)