According to Cohen's guidelines, which of the following statements correctly interprets an r value of -0.30?

According to Cohen's guidelines, a Pearson's r of -0.48 represents a stronger relationship than a Pearson's r of +0.32.

A team of researchers conducted three separate studies and calculated the following Pearson's r values. Based on Cohen’s guidelines, match each study result to its correct relationship strength classification.

A researcher is reviewing pilot data to identify variables that exhibit a 'medium' relationship strength ($r \approx \pm 0.30$) according to Cohen's guidelines. Arrange the following findings in order from the result that is furthest from the medium benchmark to the result that is closest to it.

Imagine you are developing a research methodology workshop and need to construct a sample results table. The table must feature two distinct examples of a 'large' relationship: one with a positive direction and one with a negative direction, following Cohen's guidelines. Which of the following pairs of correlation coefficients ($r$) should you create for the table to fulfill these design requirements?

According to Cohen's guidelines for interpreting Pearson's $r$, a correlation coefficient near $\pm 0.10$ is considered a large relationship.

A researcher is evaluating a peer's report that characterizes a Pearson's $r$ of $-0.52$ as a 'medium' relationship. Based on Cohen's guidelines for interpreting the strength of a statistical relationship, the researcher should conclude that the finding is actually a _____ relationship.

A peer researcher submits a report containing four Pearson's r values. Apply Cohen's guidelines to match each r value to the correct verbal interpretation—capturing both the strength and direction of the relationship—that should appear in the write-up.

A researcher analyzing two correlations concludes: 'Because $r = +0.28$ is positive and $r = -0.32$ is negative, the positive correlation must be the stronger one.' According to Cohen's guidelines, this conclusion is flawed because the researcher confused the _____ of Pearson's $r$ with its strength.

A student is evaluating a peer's written report that classifies $r = -0.41$ as a 'medium' relationship. Arrange the following steps in the correct logical order the evaluator should follow to judge whether the peer's classification is justified.

According to Cohen's guidelines for interpreting Pearson's $r$, what are the specific correlation coefficient thresholds for small, medium, and large relationships, and how does the sign of the coefficient influence the interpretation of its strength?

Based on the provided context and Cohen's guidelines, explain why the researcher is justified in describing the relationship strength as moderate (medium) and negative. Why is the strength of this relationship equal to a positive correlation of $+0.31$?

A clinical study analyzes the relationship between patients' daily physical activity (in minutes) and their scores on a cognitive performance test, finding a Pearson's correlation coefficient of $r = +0.48$. Apply Cohen's guidelines to write a brief statement interpreting the strength and direction of this relationship.