How to Report Correlation Results in APA Format
APA Reporting Template
Use this template to report your correlation results. Replace the bracketed placeholders with your values.
Pearson Correlation
A Pearson correlation was computed to assess the relationship between [variable 1] and [variable 2]. There was a [positive/negative] correlation between the two variables, r([df]) = [r-value], p = [p-value].
Spearman Correlation
A Spearman rank-order correlation was computed to assess the relationship between [variable 1] and [variable 2]. There was a [positive/negative] correlation between the two variables, r_s([df]) = [r-value], p = [p-value].
Multiple Correlations (Narrative)
Pearson correlations were computed among [number] variables. [Variable 1] was significantly positively correlated with [variable 2], r([df]) = [r-value], p = [p-value], and [variable 3], r([df]) = [r-value], p = [p-value]. The full correlation matrix is presented in Table [number].
Worked Example
Scenario: A researcher examined the relationship between weekly study hours and GPA among 52 undergraduate students.
Results:
APA Write-Up:
A Pearson correlation was computed to assess the relationship between weekly study hours and GPA. There was a strong, positive correlation between the two variables, r(50) = .64, p < .001. Students who studied more hours per week tended to have higher GPAs. The coefficient of determination ( = .41) indicated that study hours accounted for 41% of the variance in GPA.
Reporting Checklist
- [ ] Named the type of correlation (Pearson, Spearman, point-biserial)
- [ ] Stated both variables
- [ ] Reported r with degrees of freedom: r(df) where df = N - 2
- [ ] Reported the exact p-value (or p < .001)
- [ ] Described the direction (positive or negative)
- [ ] Described the strength (small, medium, or large per Cohen's guidelines)
- [ ] Considered reporting as a measure of shared variance
- [ ] Used italics for statistical symbols (r, p, N)
- [ ] Reported values to two decimal places
- [ ] Included a correlation matrix table when reporting multiple correlations
Common Mistakes
- Omitting degrees of freedom — Report r(50), not just r = .64. Degrees of freedom for a correlation are N - 2.
- Implying causation — Correlation does not establish causation. Write "was associated with" or "was related to," not "caused" or "led to."
- Not reporting direction and strength — Always describe whether the correlation is positive or negative and characterize its magnitude (small: .10, medium: .30, large: .50).
- Rounding to one decimal place — Report r = .64, not r = .6. Use two decimal places.
- Ignoring assumption violations — If your data are not normally distributed or contain outliers, report Spearman's r_s instead of Pearson's r and explain why.
- Failing to report multiple testing corrections — If you computed many correlations, note whether you applied a Bonferroni or other correction to control for Type I error.
Non-Significant Results
If your correlation is not significant, still report all the same information:
A Pearson correlation was computed to assess the relationship between weekly study hours and GPA. There was no significant correlation between the two variables, r(50) = .12, p = .398. Study hours were not significantly associated with GPA in this sample.
Results Table Format
Correlation Matrix
Present a correlation matrix with means and standard deviations:
| Variable | 1 | 2 | 3 | 4 | M | SD |
|---|---|---|---|---|---|---|
| 1. Study Hours | — | 14.3 | 5.8 | |||
| 2. GPA | .64** | — | 3.21 | 0.52 | ||
| 3. Sleep Hours | .18 | .31* | — | 6.9 | 1.2 | |
| 4. Stress | -.42** | -.55** | -.29* | — | 22.4 | 7.1 |
Note. *p < .05. **p < .01.
Report only the lower triangle of the matrix (the upper triangle is redundant). Place means and standard deviations in adjacent columns or in a separate row below the matrix.
Ready to calculate?
Now that you understand the concept, use the free Subthesis Research Tools on Subthesis to run your own analysis.