1.1. Introduction 1.2. Euclid's Division Lemma 1.3. Fundamental Theorem of Arithmetic 1.4. Revisiting Irrational Numbers 1.5. Revisiting Rational Numbers and their Decimal Expansions 1.6. Proofs of results - Irrationality of v2, v3, v5 1.6. Proofs of results - Irrationality of v2, v3, v5 1.6. Proofs of results - Irrationality of v2, v3, v5 1.7. Decimal Expansions of Rational Numbers in terms of Terminating / Non-Terminating Recurring Decimals
1.Real Numbers 2.Polynomials 3.Pair of Linear Equations in Two Variables 4.Quadratic Equations 5.Arithmetic Progressions 6.Triangles 7.Coordinate Geometry 8.Introduction to Trigonometry 9.Some Applictions in Trigonometry 10.Circles 11.Constructions 12.Areas Related to Circles 13. Surface Areas And Volumes 14.Statistics APPENDICS A - 1.1. PROOFS IN MATHEMATICS