Mathematics
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12 classes · 60 units · 631 topics
Aligned to NCERT CBSE Learning Outcomes
Primary (Classes 1-5)
Class 1
A comprehensive introduction to early numeracy and spatial reasoning designed for young learners. This course builds a strong foundation through concrete experiences with numbers, shapes, and patterns to foster a lifelong love for mathematics.
Class 2
This course builds a strong foundation in number sense and spatial reasoning through concrete experiences. Students transition from counting to understanding place value, basic operations, and the geometry of their everyday environment.
Class 3
This curriculum focuses on developing a deep conceptual understanding of place value, operational fluency, and spatial reasoning. Students transition from concrete manipulation to abstract representation while applying mathematical logic to real world contexts.
Class 4
A comprehensive exploration of fourth grade mathematics focusing on place value, fractional reasoning, and spatial awareness. Students develop fluency in multi-digit operations while applying mathematical logic to real world measurement and data scenarios.
Class 5
A comprehensive exploration of upper primary mathematics focusing on logical reasoning and spatial visualization. Students transition from concrete operations to abstract problem solving through real world applications and collaborative investigations.
Middle (Classes 6-8)
Class 6
This course bridges primary arithmetic and formal secondary mathematics by introducing abstract thinking through variables and structural geometry. Students develop fluency in number systems while applying logical reasoning to real world spatial and quantitative problems.
Class 7
This course transitions students from basic arithmetic to abstract mathematical thinking. It emphasizes the structural properties of numbers, geometric relationships, and the foundational logic of algebraic expressions to solve real world problems.
Class 8
This course transitions students from concrete arithmetic to abstract mathematical thinking through algebraic structures and geometric proofs. It emphasizes the interconnectedness of numbers, spatial reasoning, and data interpretation to solve complex real world problems.
Secondary (Classes 9-10)
Class 9
A comprehensive exploration of logical structures, geometric proofs, and algebraic modeling. This course transitions students from arithmetic computation to abstract mathematical thinking and rigorous problem solving.
Class 10
A comprehensive exploration of secondary mathematics focusing on the transition from arithmetic to abstract reasoning. Students develop rigorous proof-making skills and learn to model real world phenomena through algebraic, geometric, and statistical lenses.
Senior Secondary (Classes 11-12)
Class 11
This course bridges secondary mathematics and high level calculus through rigorous explorations of sets, functions, and algebraic structures. Students develop abstract reasoning skills and mathematical modeling techniques essential for higher education in STEM fields.
Class 12
A comprehensive study of higher mathematics focusing on the transition from procedural calculation to abstract reasoning. This course bridges the gap between foundational algebra and the rigorous applications of calculus and vector geometry required for university level STEM fields.
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