Graphing of Functions and Graphical Aspects in Lessons of Secondary School Mathematics Textbooks in Nepal: A Problem Analysis Approach

To assess students' achievement in graphing functions and understanding various mathematical concepts, we analyzed exercises from secondary-level mathematics textbooks (grades 9-12) in Nepal. The focus was on the concept of functions, their graphs, applications, and related problems. Each problem was categorized based on its context, expected response, and cognitive demand using a mixed-methods approach. The findings reveal a significant lack of emphasis on problem types crucial for developing graphing skills and applying functions in problem-solving contexts. Instead, there is an overabundance of certain problem types, underscoring the need for a more balanced distribution of exercises across different learning dimensions. This paper discusses the implications of these findings for curriculum developers and textbook authors.

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Publication Details

Journal
Academic Journal of Mathematics Education
Published
2024-12-31
DOI
https://doi.org/10.3126/ajme.v7i1.81459
Primary Topic
Mathematics Education and Teaching Techniques
Type
article
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article

Graphing of Functions and Graphical Aspects in Lessons of Secondary School Mathematics Textbooks in Nepal: A Problem Analysis Approach

Santosh Pathak, Eeshwar Poudel
Academic Journal of Mathematics Education
Mathematics Education and Teaching Techniques
article

Graphing of Functions and Graphical Aspects in Lessons of Secondary School Mathematics Textbooks in Nepal: A Problem Analysis Approach

Santosh Pathak, Eeshwar Poudel
article en

Abstract

To assess students' achievement in graphing functions and understanding various mathematical concepts, we analyzed exercises from secondary-level mathematics textbooks (grades 9-12) in Nepal. The focus was on the concept of functions, their graphs, applications, and related problems. Each problem was categorized based on its context, expected response, and cognitive demand using a mixed-methods approach. The findings reveal a significant lack of emphasis on problem types crucial for developing graphing skills and applying functions in problem-solving contexts. Instead, there is an overabundance of certain problem types, underscoring the need for a more balanced distribution of exercises across different learning dimensions. This paper discusses the implications of these findings for curriculum developers and textbook authors.

Academic Journal of Mathematics EducationVol. 7(1)
Incheon National University (KR), Asia Life University (KR)
Quality Education
Openalex Percentile: Top 56%
Mathematics Education and Teaching Techniques
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