| # | Assumption | Step | Result | Decision |
| 1 | Normality of the data associated with the dependent variable | We computed the Mahalanobis values through the HLR in which PA enjoyment was the dependent variable | The significance values associated with the Mahalanobis values met the condition p < 0.001; thus, normality was confirmed. Each variable also produced a skewness and kurtosis value not greater than 2 in absolute terms [26,28] | We confirmed normality of the data for HLR analysis |
| 2 | Linearity | We plotted standardised residuals against standardised predicted values of the dependent variable in the above HLR analysis. We observed the linearity of the lines of best fit | The graph shows a straight line as recommended [28] | Assumption or condition met for HLR analysis |
| 3 | Independence of errors | Durbin–Watson statistics were generated for all the HLR models fitted | Durbin–Watson statistic was approximately 2 as recommended [26] | The assumption was met for HLR analysis |
| 4 | Multi-collinearity | Tolerance values were computed through the above HLR analysis | The tolerance values are >0.2 as recommended [28] | The assumption was met for HLR analyses |
| 5 | Homogeneity of variances | We plotted standardised residuals against standardised predicted values of the dependent variable in all HLR models | The graphs produced a satisfactory pattern as recommended [28] | The assumption was met for HLR analyses |
| Note: HLR—hierarchical linear regression; PA—physical activity. | ||||