What does the correlation coefficient of -0.975 on a linear regression indicate?
A.
The slope is positive.
B.
One variable causes the other.
C.
The scatterplot shows no association of the variables.
D.
One variable has a strong relationship with the other.

Question

14-03-2022
Mathematics

contestada

What does the correlation coefficient of -0.975 on a linear regression indicate?
A.
The slope is positive.
B.
One variable causes the other.
C.
The scatterplot shows no association of the variables.
D.
One variable has a strong relationship with the other.

Respuesta :

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akposevictor akposevictor · Answer 1 · 2022-03-18T10:31:41+01:00

A correlation coefficient of -0.975 on a linear regression indicates: D. One variable has a strong relationship with the other.

What is Correlation Coefficient?

Correlation coefficient, r, is a measure of how strong the relationship between two variables is.

A correlation coefficient, r, that is closer to 1 or -1 signifies a strong relationship between two variables and vice versa.

Therefore, a correlation coefficient of -0.975 on a linear regression indicates: D. One variable has a strong relationship with the other.

Learn more about strong relationship on:

https://brainly.com/question/15552860

What does the correlation coefficient of -0.975 on a linear regression indicate? A. The slope is positive. B. One variable causes the other. C. The scatterplot shows no association of the variables. D. One variable has a strong relationship with the other.

Respuesta :

What is Correlation Coefficient?

Otras preguntas

What does the correlation coefficient of -0.975 on a linear regression indicate?
A.
The slope is positive.
B.
One variable causes the other.
C.
The scatterplot shows no association of the variables.
D.
One variable has a strong relationship with the other.