(a)Suppose the correlation between two variables is reported as "not significant" for a sample of 980 cases. Is it possible to make an adequate interpretation concerning the true degree of relationship from this information alone without knowing the actual value of r? Explain.
(b)Suppose the correlation between two variables is reported as "significant" for a sample of 980 cases. Is it possible to make an adequate interpretation concerning the true degree of relationship from this information alone without knowing the actual value of r? Explain.

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The Answer of (a)Suppose the correlation between two variables is reported as "not significant" for a sample of 980 cases. Is it possible to make an adequate interpretation concerning the true degree of relationship from this information alone without knowing the actual value of r? Explain.
(b)Suppose the correlation between two variables is reported as "significant" for a sample of 980 cases. Is it possible to make an adequate interpretation concerning the true degree of relationship from this information alone without knowing the actual value of r? Explain.

(A)Suppose the Correlation Between Two Variables Is Reported as "Not