Teaching mathematics involves multiple challenges such as lack of interest, mathematics anxiety, curriculum limitations, and inadequate teacher preparation. This CTET-focused blog explains key teaching issues with practical classroom insights.
Community Mathematics explains how language, symbols, and interaction shape mathematical understanding. These CTET notes explore mathematical communication, vocabulary, and learning phases.
Mathematics is more than numbers—it is a powerful language of symbols, logic, and meaning. This blog explores the language of mathematics, its components, and its importance in effective teaching and learning.
Manipulatives in mathematics pedagogy are powerful hands-on teaching aids that help learners understand abstract mathematical concepts in a concrete and meaningful way. Tools like abacus, geoboard, graph paper, pie charts, and Dienes blocks make mathematics engaging, concept-based, and learner-centred, especially at the primary level. This article explains key manipulatives, their classroom use, and their importance for CTET, B.Ed, STET, and BPSC TRE examinations.
📘 Manipulatives for Effective Learning : Mathematics Pedagogy Read More »
Introduction Understanding how students learn geometry is essential for effective mathematics teaching. Van Hiele’s Theory of Geometric Thinking, proposed by
Van Hiele’s Theory of Geometric Thinking – Maths Pedagogy Notes Read More »
Mathematics holds a central place in the school curriculum as it develops logical reasoning, problem-solving skills, and scientific thinking. It supports daily life applications, career readiness, and forms the foundation of all sciences, making it an essential subject for holistic education.
Understand patterns and strategies of meaning making in mathematics with clear examples, CPA approach, Polya’s model, and CTET-focused pedagogy notes for exams.
Patterns and Strategies for making meaning in Mathematics Read More »
Mathematics is not just a subject of numbers and calculations; it is a structured way of thinking that develops logical reasoning, precision, and problem-solving skills. As highlighted in NCFSE 2023, the nature of mathematics lies in its universal language, exactness, and ability to connect abstract concepts with real-life experiences, making it a foundation for all scientific learning.
Nature of Mathematics/Logical thinking: Understanding Children thinking and reasoning Read More »
