Analytic dataset generated after response screening
The response-screening workflow generated an analytic dataset of 420 anonymized student records from 448 submitted questionnaires. The screening log recorded each decision point. Six records were removed because consent or eligibility requirements were not met, five duplicate submissions were removed, four records were excluded because more than 20% of all scale items were missing, and 13 records were excluded because they met two or more response-quality indicators. Nineteen responses were flagged for completion duration <180 s, eight responses were flagged for >90% straight-line responding, and 21 respondents received within-scale mean imputation for 37 isolated missing items. The final analytic dataset contained no directly identifiable participant information, no retained case exceeded the missing-data exclusion threshold, and all retained item responses fell within the predefined response ranges. The screening flow is summarized in Table 3.
The retained sample included 275 female respondents and 145 male respondents, accounting for 65.5% and 34.5% of the analytic dataset, respectively. The mean age was 20.1 ± 1.2 years. Respondents were distributed across four undergraduate year levels, with Year 1 to Year 4 accounting for 27.1%, 27.4%, 25.5%, and 20.0% of the sample. The dataset also included three institutional categories and five academic major categories. No published demographic cell contained fewer than five respondents after category review. The demographic characteristics of the analytic dataset are summarized in Table 4.
Scale construction, range verification, and suboptimal workflow examples
After item coding and reverse scoring, five scale-level variables were computed: negative emotion, academic procrastination, school belongingness, higher-order thinking, and subjective well-being. Each score remained within its theoretical response range. Negative emotion scores ranged from 1.048 to 3.143 on a 1-4 scale. Academic procrastination, school belongingness, and higher-order thinking ranged from 1.312 to 4.250, 2.333 to 4.444, and 2.350 to 4.850 on their respective 1–5 scales. Subjective well-being ranged from 2.000 to 5.300 on a 1–6 scale. Reverse-scoring verification identified no discrepancy between the derived reverse-scored variables and the locked scoring rule in the final analytic dataset. These checks confirmed that item coding, reverse scoring, missing-item handling, and score aggregation were completed without detectable range errors.
The workflow also generated suboptimal audit examples that illustrate how errors or questionable outputs are detected before final analysis. During an audit run, an incorrectly derived subjective well-being reverse-scored value was detected because the scoring verification log compared the original value, the expected formula “reversed score = 7-original score,” the derived value, and the final scale range. The derived variable was corrected, the subjective well-being score was regenerated, and all downstream descriptive, correlation, comparison, regression, diagnostic, and figure-source outputs were rerun. In another intermediate working file, an out-of-range item value was identified during range verification and traced to spreadsheet handling rather than to the locked raw export. The working copy was corrected and documented without altering any valid extreme response. A reliability warning was also reviewed when one item showed a lower corrected item-total correlation than other items in the same scale; because the item wording, score direction, and construct alignment were correct, the item was retained. A draft visualization mismatch was identified when a figure did not match its verified numerical source table; the figure was regenerated from the verified table, and the figure-source record was updated. These examples demonstrate that the workflow not only generates successful outputs but also detects coding errors, range problems, reliability warnings, figure-source mismatches, and response-quality concerns through the audit trail.
Descriptive properties and internal consistency
The five scale-level variables showed usable variation. The mean negative emotion score was 2.099 ± 0.391, and the mean academic procrastination score was 2.639 ± 0.484. School belongingness and higher-order thinking showed moderately high mean values, at 3.343 ± 0.390 and 3.627 ± 0.418, respectively. The mean subjective well-being score was 3.784 ± 0.543. No scale showed an evident floor or ceiling pattern, and the proportion of respondents at the theoretical minimum or maximum was below 2.0% for each scale.
Internal consistency was acceptable for all five scales. Cronbach’s alpha values ranged from 0.834 to 0.899, exceeding the prespecified threshold of 0.70. Negative emotion showed the highest internal consistency, with Cronbach’s alpha of 0.899, followed by subjective well-being at 0.895. McDonald’s omega values ranged from 0.842 to 0.906, and the omega estimates did not change the reliability interpretation. Corrected item-total correlation review did not identify any item requiring removal. The descriptive statistics and reliability estimates are reported in Table 5.
Correlation structure among scale-level variables
The correlation matrix was used as a descriptive measure of association and as a scoring-direction check. Before Pearson correlations were calculated, scale distributions and bivariate scatterplots were inspected. No variable showed severe skewness or kurtosis, and no bivariate plot showed a strong nonlinear pattern that would invalidate descriptive Pearson correlation analysis. Subjective well-being was negatively correlated with negative emotion (r = -0.496) and academic procrastination (r = -0.294), and positively correlated with school belongingness (r = 0.481) and higher-order thinking (r = 0.386). The remaining associations followed the same scoring logic: negative emotion was positively associated with academic procrastination (r = 0.270) and negatively associated with school belongingness (r = -0.346) and higher-order thinking (r =-0.205); academic procrastination was negatively associated with school belongingness (r = -0.222) and higher-order thinking (r = -0.134); and school belongingness was positively associated with higher-order thinking (r = 0.310). The complete Pearson correlation matrix is presented in Table 6.
A Spearman sensitivity check produced the same directional interpretation for all variable pairs. The Spearman correlations between subjective well-being and the four predictors were ρ = -0.502 for negative emotion, ρ = -0.301 for academic procrastination, ρ = 0.477 for school belongingness, and ρ = 0.392 for higher-order thinking. The verified Pearson matrix was used as the numerical source table for visualization. Figure 2A presents the full correlation heatmap across the five scale-level variables. Figure 2B shows the four correlations with subjective well-being.
Contrastive demonstration using high and low subjective well-being groups
The 27% grouping rule was used as a contrastive workflow demonstration rather than as a substantive classification of real-world well-being profiles. The rule produced two groups of equal size: 113 respondents in the high subjective well-being group and 113 in the low subjective well-being group. The middle 194 respondents were retained in the full analytic dataset but excluded from this contrastive comparison. No boundary tie changed the group assignment.
This module showed that the workflow could generate a prespecified grouping variable, filter the analytic dataset, calculate group-specific descriptive statistics, run assumption-appropriate group comparisons, and export a verified source table for visualization. The high subjective well-being group showed lower negative emotion than the low subjective well-being group (1.864 ± 0.358 vs. 2.335 ± 0.343; mean difference = -0.472) and lower academic procrastination (2.455 ± 0.476 vs. 2.801 ± 0.483; mean difference = -0.346). School belongingness and higher-order thinking were higher in the high subjective well-being group, with mean differences of 0.454 and 0.351, respectively. All four comparisons were significant (p < 0.001), with Cohen’s d values of -1.346 for negative emotion, -0.722 for academic procrastination, 1.279 for school belongingness, and 0.860 for higher-order thinking. Welch’s t-test was used when the equality-of-variance assumption was not supported; otherwise, the standard independent-samples t-test was retained. These outputs should not be interpreted as evidence that the selected predictors define real-world student well-being profiles, because the groups were created from the outcome variable and then compared on correlated variables. The high-low group comparison is summarized in Table 7.
Descriptive comparison by sex
Sex was examined as a descriptive grouping variable. Female respondents showed a slightly higher mean negative emotion score than male respondents (2.129 ± 0.380 vs. 2.042 ± 0.407). This difference was statistically significant but small in magnitude (p = 0.033; Cohen’s d = 0.224). Academic procrastination, school belongingness, higher-order thinking, and subjective well-being did not show meaningful sex-based differences. Subjective well-being means were nearly identical between female and male respondents (3.781 ± 0.521 vs. 3.789 ± 0.583; p = 0.887; Cohen’s d = -0.015). Welch’s t-test sensitivity checks did not change the interpretation of the sex-comparison results. The sex difference results are presented in Table 8.
Regression model as an example of model generation and diagnostic checking
The multiple linear regression model was used as an example of generating, diagnosing, and verifying a model from scored questionnaire data. Subjective well-being was entered as the dependent variable, while negative emotion, academic procrastination, school belongingness, and higher-order thinking were entered simultaneously as scale-level predictors. The purpose of this module was to demonstrate coefficient extraction, multicollinearity checks, residual diagnostics, influence assessment, demographic-adjusted sensitivity analysis, and figure and source preparation.
The model explained a moderate proportion of variance in subjective well-being, with R2 = 0.411 and adjusted R2 = 0.406. Negative emotion showed the largest negative standardized coefficient (B = -0.450, standardized β = -0.324). Academic procrastination also showed a negative coefficient (B = -0.130, standardized β = -0.116). School belongingness and higher-order thinking showed positive standardized coefficients of β = 0.275 and β = 0.218, respectively. All four predictors were statistically significant in the fitted model: negative emotion, school belongingness, and higher-order thinking at p < 0.001, and academic procrastination at p = 0.004. Multicollinearity was not indicated, as all variance inflation factor values were below 1.24. These regression outputs are representative model-checking outputs, not a definitive psychological explanation of student well-being. Table 9 provides the complete regression output.
A supplementary demographic-adjusted model was estimated by adding sex, age, year level, institution category, and academic major category to the four psychological predictors. The adjusted model explained a similar proportion of variance, with R2 = 0.427 and adjusted R2 = 0.414. The direction and statistical interpretation of the four psychological predictors remained unchanged after demographic adjustment. The demographic-adjusted sensitivity model is summarized in Table 10. Figure 3A displays the standardized coefficients and 95% confidence intervals for the four predictors. Figure 3B presents the diagnostic display based on standardized predicted values, standardized residuals, and Cook’s distance.
Regression diagnostics and model retention
Regression diagnostics did not indicate that the fitted model was driven by a single influential record. The bivariate and partial-regression plots did not show strong nonlinearity. The residual-versus-predicted plot did not show severe heteroscedasticity or unusual clustering. The Durbin-Watson statistic was 1.93, supporting acceptable residual independence. The residual Q-Q plot showed no severe departure from normality. A formal residual normality test was statistically significant, W = 0.992, p = 0.031, but the Q-Q plot and sample size supported retaining the linear model for descriptive association analysis.
Two records had absolute standardized residuals greater than 3.00. No record had Cook’s distance greater than 1.00. Using the more sensitive threshold of Cook’s distance >4/n, where n = 420 and 4/n = 0.0095, 17 records were flagged as potentially influential. The largest Cook’s distance was 0.037. The flagged residual and influence cases were reviewed against the screening log, scoring verification log, and eligibility criteria. None showed evidence of data-entry errors, incorrect scoring, duplicate responses, eligibility failures, or documented response-quality problems; therefore, these cases were retained in the final model. An influence sensitivity check, excluding cases with Cook’s distance >4/n, yielded the same workflow interpretation as the primary model. The maximum absolute change in standardized coefficients was 0.026, and the adjusted R2 changed from 0.406 to 0.405. The diagnostic and sensitivity results are summarized in Table 11.
Analytic pipeline internal verification
The workflow was repeated from the cleaned and scored analytic dataset using the same scoring rules, decision thresholds, and analysis trace file. Internal consistency analysis, descriptive statistics, correlation analysis, high-low group comparisons, sex comparisons, regression modeling, diagnostic checking, and visualization source preparation were repeated. The repeated outputs matched the original descriptive statistics, correlation matrix, group-comparison values, regression coefficients, diagnostic outputs, and visualization source files. This confirmed the computational stability of the analytic pipeline when applied to the same locked analytic dataset. This check does not constitute independent procedural reproducibility, which would require an independent analyst to apply the full workflow from the locked raw export and reach the same documented outputs.

Figure 1: Workflow for questionnaire-based subjective well-being data processing. The schematic shows the protocol sequence and key audit outputs, including ethics preparation, questionnaire configuration, survey administration, raw data export, scale map, screening log, scored analytic dataset, verified analysis tables, regression diagnostics, figure source files, and visualization outputs. Please click here to view a larger version of this figure.

Figure 2: Correlation structure among scale-level variables. (A) Pearson correlation heatmap generated from the verified correlation matrix in Table 6. (B) Subjective well-being-centered correlation profile generated from the same verified source table. All five scale-level variables are displayed: negative emotion, academic procrastination, school belongingness, higher-order thinking, and subjective well-being. Please click here to view a larger version of this figure.

Figure 3: Regression coefficient and diagnostic visualization. (A) Standardized regression coefficients and 95% confidence intervals generated from the primary regression output in Table 9. (B) Regression diagnostic display generated from standardized predicted values, standardized residuals, and Cook’s distance values summarized in Table 11. Larger Cook’s distance values indicate observations with greater potential influence on the fitted model. Please click here to view a larger version of this figure.
Table 1: Questionnaire structure and scale scoring framework. This table summarizes the measurement framework, including the construct name, source instrument, source citation, adaptation or documentation status, item number, response range, score direction, reverse-scoring requirement, scoring method, final scale-level variable, and protocol role. Please click here to download this Table.
Table 2: Response screening and analytic decision criteria. This table lists the prespecified criteria for consent screening, eligibility screening, duplicate-response review, missing-data handling, response-duration flagging, straight-line response detection, valid response ranges, reliability assessment, high-low group classification, regression diagnostics, and sensitivity checks. Please click here to download this Table.
Table 3: Screening flow from submitted questionnaires to the final analytic dataset. This table reports the number of submitted questionnaires, flagged records, removed records, retained records, and verification sources at each screening step. Completion duration and straight-line responding were treated as response-quality flags rather than automatic exclusion criteria. Please click here to download this Table.
Table 4: Demographic characteristics of the analytic dataset. This table summarizes the retained anonymized student records after response screening, including sex, age, undergraduate year level, institution category, and academic major category. Demographic cells were reviewed for indirect-identifiability risk before reporting. Please click here to download this Table.
Table 5: Descriptive statistics, range verification, and internal consistency of the five scale-level variables. This table reports item number, theoretical range, observed range, mean, standard deviation, Cronbach’s alpha, McDonald’s omega, and floor/ceiling concentration for negative emotion, academic procrastination, school belongingness, higher-order thinking, and subjective well-being. Please click here to download this Table.
Table 6: Pearson correlation matrix of scale-level variables. This table presents Pearson correlation coefficients among negative emotion, academic procrastination, school belongingness, higher-order thinking, and subjective well-being. The matrix was used as a descriptive association output and as a scoring-direction verification step. Please click here to download this Table.
Table 7: Contrastive comparison between high and low subjective well-being groups. This table compares negative emotion, academic procrastination, school belongingness, and higher-order thinking between respondents in the top 27% and bottom 27% of subjective well-being scores. The comparison demonstrates the grouping and comparison workflow rather than a substantive classification of well-being profiles. Please click here to download this Table.
Table 8: Descriptive comparison by sex. This table reports descriptive comparisons of negative emotion, academic procrastination, school belongingness, higher-order thinking, and subjective well-being by sex. Sex was treated as a descriptive grouping variable. Please click here to download this Table.
Table 9: Primary multiple linear regression model predicting subjective well-being. This table presents the primary regression model in which subjective well-being was the dependent variable, and negative emotion, academic procrastination, school belongingness, and higher-order thinking were entered simultaneously as scale-level predictors. Standard error, confidence interval, and variance inflation factor values are included. Please click here to download this Table.
Table 10: Demographic-adjusted regression sensitivity model predicting subjective well-being. This table reports the four psychological predictors after adjustment for sex, age, undergraduate year level, institution category, and academic major category. Categorical demographic variables were entered using dummy coding. Standard error, confidence interval, and variance inflation factor values are included. Please click here to download this Table.
Table 11: Regression diagnostics and influence sensitivity checks. This table summarizes residual, influence, and model-diagnostic outputs, including standardized residuals, Cook’s distance > 1.00, Cook’s distance > 4/n, maximum Cook’s distance, Durbin-Watson statistic, residual Q-Q plot, residual normality test, residual-versus-predicted plot, linearity check, and influence sensitivity analysis. Please click here to download this Table.
Supplementary File 1: Questionnaire structure, scale provenance, and scoring documentation. This supplementary file provides the questionnaire administration order, informed-consent wording, demographic variables, source-instrument documentation, item codes, response anchors, adaptation and documentation-status information, scoring direction, reverse-scoring rules, final scale-level variable construction, missing-item handling rules, response-quality linkage fields, range-verification rules, and reference linkage for the five questionnaire constructs. It functions as the questionnaire/codebook supplement for documenting scale programming, scoring, and verification in the workflow. Please click here to download this file.