Enhancing Mathematical Understanding Ability, Creative Thinking Skills and Self Confidence through Open-Ended Approach on Junior High School Students

  • Desi D
  • Putra H
  • Hendriana H
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Abstract

T he open-ended approach in mathematics education has been proven effective in enhancing deeper understanding, creative thinking skills, and student self-confidence by encouraging exploration and allowing multiple solutions. This study aims to evaluate the effectiveness of the open-ended approach in improving mathematical understanding, creative thinking skills, and self-confidence among junior high school students, as well as to identify specific strategies within this approach that most significantly contribute to these educational outcomes. The research employed a quasi-experimental design with a pre-test and post-test control group. Participants were junior high school students divided into two groups: an experimental group that received instruction using the open-ended approach and a control group taught using traditional methods. Data were collected through tests measuring mathematical understanding, creative thinking skills, and self-confidence, administered before and after the intervention. Statistical analysis of the results indicated that students in the experimental group showed significant improvement in mathematical understanding, creative thinking skills, and self-confidence compared to the control group. This study concludes that the open-ended approach is more effective than traditional teaching methods in enhancing these educational outcomes among junior high school students. The findings highlight the importance of implementing the open-ended approach in mathematics education to provide more meaningful learning experiences and better prepare students for complex problem-solving tasks.

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APA

Desi, D., Putra, H. D., & Hendriana, H. (2025). Enhancing Mathematical Understanding Ability, Creative Thinking Skills and Self Confidence through Open-Ended Approach on Junior High School Students. (JIML) JOURNAL OF INNOVATIVE MATHEMATICS LEARNING, 8(1), 91–99. https://doi.org/10.22460/jiml.v8i1.24788

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