Published June 5, 2026 | Version v1

THE CONE AND THE IMPORTANCE OF USING INTERACTIVE METHODS IN TEACHING IT

Description

This article examines the geometric concept of the cone and highlights the significance of interactive teaching methods in mathematics education. A cone is one of the fundamental three-dimensional figures studied in school geometry and plays an important role in developing spatial thinking and problem-solving skills. Traditional teaching methods often limit student participation, whereas interactive approaches encourage active learning, collaboration, and critical thinking. The article discusses the properties, formulas, and practical applications of cones while analyzing how digital tools, group activities, and project-based learning can improve understanding. The study concludes that interactive methodologies significantly enhance students’ motivation and academic achievement.

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References

  • 1. Bakiyev, A. Geometry Fundamentals. Tashkent: Teacher Publishing, 2020. pp. 112–130.
  • 2. Tolipov, O. Modern Pedagogical Technologies. Tashkent: Uzbekistan, 2019. pp. 85–102.
  • 3. Polya, G. How to Solve It. Princeton University Press, 2004. pp. 15–48.
  • 4. Hiebert, J. Principles and Standards for School Mathematics. NCTM, 2000. pp. 251–275.
  • 5. Van de Walle, J. Elementary and Middle School Mathematics. Pearson, 2018. pp. 387–415.