10.0. Introduction 10.1 Errors and Approximations 10.2 Geometrical Interpretation of a Derivative 10.3 Equations of Tangents and Normals 10.4 Lengths of Tangent, Normal, Sub Tangent and Sub Normal 10.5 Angles between Two Curves and Condition for Orthogonality of Curves 10.6 Derivative as Rate of Change 10.7 Rolle’s Theorem and Lagrange’s Mean Value Theorem without Proofs and Their Geometrical Interpretation 10.7 Rolle’s Theorem and Lagrange’s Mean Value Theorem without Proofs and Their Geometrical Interpretation 10.7 Rolle’s Theorem and Lagrange’s Mean Value Theorem without Proofs and Their Geometrical Interpretation 10.8 Increasing and Decreasing Functions 10.9 Maxima and Minima
MATHS 1 A – 1 - Algebra - Functions 2 – Mathematical Induction 3 – Matrices 4 – Vector Algebra 5 - Product of Vectors 6 - Trigonometry 7 - Trigonometric Equations 8 - Inverse Trigonometric Functions 9 - Hyperbolic Functions 10. Properties of Triangles MATHS 1 B - 1 - Coordinate Geometry 1 B - 2 - Transformation of Axes 1 B - 3 - The Straight Line 1 B - 4 - Pair of Straight Lines 1 B - 5 - Three Dimensional Coordinates 1 B - 6 - Direction Cosines and Direction Ratios 1 B - 7 - Plane 1 B - 8 - Calculus 1 B - 9 - Differentiation 1 B -10. Applications of Derivatives