How to Report Statistics in APA 7th: Quick Templates + Examples

Copy-paste APA 7 results templates for the most common statistical tests.
(Just swap in your numbers.)

NOTE: These templates show the core APA reporting structure. Be sure to also include relevant descriptive statistics (e.g., M, SD, or frequencies) and tailor wording to your assignment brief.

Test typeWhen you use itWhat you report (APA 7)Copy-paste results sentence template
Independent samples t-testCompare two different groupst(df) = value, p =, d =An independent-samples t-test showed that [Group 1] (M = xx.xx, SD = x.xx) had significantly [higher/lower] [DV] than [Group 2] (M = xx.xx, SD = x.xx), t(df) = xx.xx, p = .xxx, d = x.xx.
Paired samples t-testCompare same people at two times (pre/post)t(df) = value, p =, d =A paired-samples t-test showed that [DV] was significantly [higher/lower] at [Time 2] (M = xx.xx, SD = x.xx) compared with [Time 1] (M = xx.xx, SD = x.xx), t(df) = xx.xx, p = .xxx, d = x.xx.
One-way ANOVACompare 3+ groups (1 IV)F(df₁, df₂) = value, p =, ηp² =A one-way ANOVA revealed a significant effect of [IV] on [DV], F(df₁, df₂) = xx.xx, p = .xxx, ηp² = .xx. Group means were: [Group 1] (M = xx.xx, SD = x.xx), [Group 2] (M = xx.xx, SD = x.xx), and [Group 3] (M = xx.xx, SD = x.xx). Post hoc tests indicated that [Group 1] differed significantly from [Group 2] (p = .xxx).
Pearson correlation (r)Relationship between two continuous variablesr(df) = value, p =There was a significant [positive/negative] correlation between [X] and [Y], r(df) = .xx, p = .xxx.
Chi-square test of independence (χ²)Relationship between two categorical variablesχ²(df, N = ) = value, p =, φ (2×2) or Cramér’s VA chi-square test of independence showed a significant association between [Variable 1] and [Variable 2], χ²(df, N = xx) = xx.xx, p = .xxx, φ (or Cramér’s V) = .xx.
Simple linear regressionPredict one outcome from one predictorb (or β), SE, t(df), p, R²A simple linear regression showed that [predictor] significantly predicted [outcome], b = x.xx, SE = x.xx, t(df) = xx.xx, p = .xxx, R² = .xx.

Symbols Key

SymbolMeaningWhere you’ll see it
DVDependent variable (outcome)Any test (what you measure)
IVIndependent variable (group/condition/predictor)Any test (what causes/predicts DV)
NTotal sample sizeOften in chi-square + general reporting
MMean (average)Descriptives, t-tests, ANOVA
SDStandard deviation (spread of scores)Descriptives, t-tests, ANOVA
pp-value (statistical significance)Every hypothesis test
dfDegrees of freedomt-tests, ANOVA, chi-square, correlation
tt statisticIndependent + paired t-tests
FF statisticANOVA, regression (model tests)
rCorrelation coefficientPearson correlation
χ²Chi-square statisticChi-square test of independence
dCohen’s d (effect size)t-tests
ηp²Partial eta squared (effect size)ANOVA
φPhi coefficient (effect size)Chi-square (especially 2×2 tables)
bUnstandardised regression coefficient (raw slope)Regression
βStandardised regression coefficientMultiple regression
SEStandard error (precision of estimate)Regression
R-squared (variance explained)Regression

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