Module 1
Rational Numbers
Apply properties of rational numbers, represent them on the number line, and solve challenging arithmetic problems.
Class 8 Olympiad Maths introduces exponents, algebraic identities, linear equations, and the Pythagorean theorem. Students tackle mensuration of complex shapes and begin working with graphs systematically.
Module 1
Apply properties of rational numbers, represent them on the number line, and solve challenging arithmetic problems.
Module 2
Work with negative exponents, express numbers in standard form, and simplify complex exponential expressions.
Module 3
Find squares and square roots using various methods; solve Olympiad problems involving perfect squares and patterns.
Module 4
Compute cubes and cube roots; recognize perfect cubes and solve number theory problems involving cubic patterns.
Module 5
Add, subtract, multiply algebraic expressions; apply identities and solve expression-based competition problems.
Module 6
Solve linear equations with variables on both sides; apply to word problems involving ages, numbers, and geometry.
Module 7
Factor algebraic expressions using common factors, identities, and grouping; solve factorization puzzles.
Module 8
Solve advanced problems on percentages, compound interest, profit-loss, discount, and tax at competition level.
Module 9
Identify direct and inverse variation; solve time-work, speed-distance, and mixture problems.
Module 10
Explore properties of parallelograms, rhombuses, rectangles, and squares; solve angle and area problems.
Module 11
Calculate surface area and volume of cubes, cuboids, cylinders; solve composite solid problems.
Module 12
Organize data in frequency tables, draw histograms and pie charts, and solve probability problems.
Module 13
Read and interpret line graphs, linear graphs, and coordinate plots; solve graph-based reasoning problems.
Module 14
Solve analogy, classification, coding-decoding, number series, figure patterns, direction sense, Venn diagrams, mirror images, and paper folding problems.