Submitted:
04 November 2025
Posted:
05 November 2025
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Abstract
Keywords:
1. Introduction
2. State of the Art
3. Materials and Methods
3.1. Context
3.2. Sample
3.3. Research Questions
3.4. Instrument
3.5. Procedure
4. Results
- Q10 records the child’s usual use of the tablet (for example, “Games” or “Learning”).
- Q14 records whether the child likes block-based games (“Yes” / “No”).
- Q7 measures reading ability on an ordinal scale from 0 to 3, where higher values indicate greater reading proficiency.
- The vast majority of children reported that they liked the app. That is, Y26 is highly skewed toward “Yes” (over 80%). This imbalance makes it more difficult to detect differences between groups, because there are few “No” cases.
- Some levels of the predictor variables include very few children (for example, some do not like block-based games, or in Q7 = 0 there is only one case). This results in very low expected frequencies in certain cells of contingency tables, which reduces statistical power and can destabilize model estimation.
- In the presence of cells with zero cases in a category (“separation”), logistic models may produce extreme odds ratios or very wide confidence intervals. Therefore, in addition to statistical significance, the stability or instability of the estimates is also reported.
4.1. P1 — Factors Associated with Satisfaction with the App
- H1. “Children who are accustomed to using the tablet for learning will find the app more satisfactory.”
- H2. “Children who enjoy block-based games will find the app more satisfactory.”
4.1.1. H1 — “Children Who Are Accustomed to Using the Tablet for Learning Will Find the App More Satisfactory”
4.1.2. “Children Who Like Block Games Will Find the App More Satisfying”
4.2. P2 — To What Extent Does Reading Ability Influence Whether the App Is Liked?
- The Pearson chi-square test on the Y26 × Q7 table was not significant (χ²=0.189, df=2, p=.910), indicating that, overall, no statistically reliable differences were detected in the distribution of “Yes”/ “No” responses across reading levels.
- The linear-by-linear association test (a test of monotonic trend between Q7 and “I like the app”) also failed to reach significance (χ²=0.104, df=1, p=.747). In other words, there was no observable relationship of the form “the higher the reading level, the greater the likelihood of liking the app.”
- The Spearman correlation between Q7 (ordinal) and Y26 (dichotomous) was very small and negative (ρ≈–0.039, p≈.81). This supports the idea that there is no appreciable monotonic relationship between reading ability and satisfaction with the app.
4.3. Synthesis
5. Discussion
6. Conclusion
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
Appendix A







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| Statistic | Value | gl | p | Effect size |
| Chi-cuadrado (Pearson) | 4.241 | 4 | .374 | V = 0.227 (small) |
| % Expected cells < 5 | 77.8% | Recommended: Monte Carlo/Fisher |
| Predictor | B | SE | Wald | p | OR (Exp(B)) | IC95% Exp(B) |
| Q10 = Learning (ref = Games) | -0.496 | 0.968 | 0.263 | .608 | 0.609 | [0.091, 4.056] |
| Constant | 1.749 | 0.542 | 10.426 | .001 | 5.750 | — |
| χ² Model omnibus = 0.254, p = .615; R²Nagelkerke = .012 | ||||||
| Q14 = No n(%) | Q14 = Yes n(%) | Total n | χ² / Fisher | p / V | |
| Y26 = Yes | 4 (100%) | 27 (84.4%) | 31 | χ² = 0.726 / Fisher | .394 / .618 ; V = 0.142 |
| Y26 = No | 0 (0%) | 5 (15.6%) | 5 | ||
| Total | 4 | 32 | 36 |
| Q7 | n | Yes (n) | Yes (%) |
| 0 (One) | 1 | 1 | 100.0 |
| 1 (Some) | 7 | 6 | 85.7 |
| 2 (All) | 32 | 27 | 84.4 |
| Total | 40 | 34 | 85.0 |
| Statistic | Value | gl | p | Effect size | Notes |
| Chi-square (Pearson) | 0.189 | 2 | .910 | — | |
| Linear-by-Linear | 0.104 | 1 | .747 | — | |
| Spearman ρ | −0.039 | — | ≈ .81 | — | Accounts by Q7 level in Table 5 |
| Predictor | B | SE | Wald | p | OR | IC95% |
| Q7 (+1 point) | — | — | — | .745 | 0.71 | — |
| χ² ómnibus / R²Nag | 0.116 | .734 | ≈ .005 |
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