Suppose that there were a strong correlation between the variables n and p. Which of these is a true statement?

A. n may cause p.

B. p must cause n.

C. n must cause p.

D. n must not cause p.

Question

Mathematics

Johanna Atkinson

9 January, 15:20

Suppose that there were a strong correlation between the variables n and p. Which of these is a true statement?

A. n may cause p.

B. p must cause n.

C. n must cause p.

D. n must not cause p.

+5

Answers (1)

Know the Answer?

Cade Sims · Answer 1

Correlation is the measure of the type of association between two variables. There can be a positive, a negative or no association between two variables.

A correlation can be called association when it can be ascertained that the result in one variable is as a result of the result of the other variable. Though correlation is a condition for causation, but correlation does not imply causation.

Therefore, given that there were a strong correlation between the variables n and p, the true statement is " n may cause p".

Suppose that there were a strong correlation between the variables n and p. Which of these is a true statement?A. n may cause p.B. p must cause n.C. n must cause p.D. n must not cause p.

Suppose that there were a strong correlation between the variables n and p. Which of these is a true statement?

A. n may cause p.

B. p must cause n.

C. n must cause p.

D. n must not cause p.