Mathematics Recovery Mapping for Persistent Problem-Solving Gaps in Secondary Education

Authors

  • Johnymel M. Buraga Northeastern College Author
  • Alma P. Gonzales Northeastern College Author

DOI:

https://doi.org/10.5281/zenodo.22934488

Keywords:

differentiated intervention, learning recovery, mathematics intervention, problem solving, recovery mapping, secondary education

Abstract

This study investigated mathematics recovery patterns among secondary learners experiencing persistent problem-solving difficulties after participation in Mathematics intervention. Conducted in Tumauini, Isabela, the research used a repeated-measures diagnostic recovery-mapping design involving 70 Grade 10 learners selected through criterion-based total enumeration. Data were gathered using a Mathematics Problem-Solving Recovery Assessment covering problem understanding, solution planning, solution execution, and solution evaluation. Performance patterns were analyzed through residual gap scores, generalized linear mixed-effects modeling, and Ward’s hierarchical agglomerative clustering. Results showed that overall problem-solving performance increased from 47.28 to 63.70, representing a mean gain of 16.42 points. Execution of solutions demonstrated the strongest improvement, while solution evaluation retained the largest residual gap at 44.20 points. Mixed-effects analysis confirmed a significant post-intervention improvement, although recovery varied considerably among learners. Cluster analysis identified three recovery groups: Broad Recovery, Strategy-Planning Persistence, and Multi-Process Persistence. The largest cluster consisted of learners whose difficulties remained concentrated in planning and evaluating solutions, while more than one-fourth displayed persistent gaps across the full problem-solving cycle. The findings indicate that mathematics recovery is not uniform and that average achievement gains may conceal substantial unresolved difficulties. Recovery mapping is therefore recommended as a basis for differentiated intervention, targeted strategy instruction, systematic progress monitoring, and intensified support for learners with persistent multi-process difficulties.

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References

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Published

2026-09-24

How to Cite

Buraga, J., & Gonzales, A. (2026). Mathematics Recovery Mapping for Persistent Problem-Solving Gaps in Secondary Education. International Journal of Education, Research, and Innovation Perspectives, 2(9), 1903-1910. https://doi.org/10.5281/zenodo.22934488

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