Unlock Your Potential with Archimedes Maths

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Curriculum Overview

Module 1: Foundation of Algebra

Objective: Strengthen the algebraic foundation necessary for advanced concepts in IIT JEE and competitive exams.

           •          Real Numbers & Rationalization

           •          Polynomials & Factorization Techniques

           •          Linear Equations in Two Variables

           •          Quadratic Equations & Applications

Module 2: Geometry & Mensuration

Objective: Develop spatial reasoning and geometric problem-solving skills, which are essential for Math Olympiads.

           •          Lines & Angles

           •          Triangles: Congruency, Similarity & Pythagoras Theorem

           •          Circles & Tangents

           •          Areas & Volumes of Complex Shapes

Module 3: Trigonometry

Objective: Provide a strong base in trigonometry, setting the stage for more advanced topics in Class 10 and beyond.

           •          Trigonometric Ratios

           •          Applications of Trigonometry in Real Life

           •          Heights and Distances Problems

           •          Introduction to Trigonometric Identities

Module 4: Probability & Statistics

Objective: Equip students with tools to approach uncertainty in mathematical problems, crucial for competitive exams.

           •          Basics of Probability

           •          Mean, Median & Mode

           •          Probability Distribution

           •          Introduction to Permutations & Combinations

Module 5: Number Theory (Olympiad Focus)

Objective: Enhance problem-solving skills, particularly for Math Olympiads.

           •          Divisibility Rules & Modular Arithmetic

           •          Prime Numbers & Factorization Techniques

           •          Puzzles Involving Number Theory

Module 6: Introduction to Calculus (Pre-IIT JEE Foundation)- Optional

Objective: Introduce students to basic concepts of calculus, providing an edge in their IIT JEE preparation journey.

           •          Understanding Limits and Continuity

           •          Introduction to Differentiation

           •          Concept of Rate of Change