5.0. Introduction 5.1 Scalar Product - Geometrical Interpretations - Orthogonal Projections 5.1 Scalar Product - Geometrical Interpretations - Orthogonal Projections 5.1 Scalar Product - Geometrical Interpretations - Orthogonal Projections 5.2 Properties of Dot Product 5.3 Expression of Dot Product in i, j, k System - Angle between Two Vectors 5.3 Expression of Dot Product in i, j, k System - Angle between Two Vectors 5.4 Geometrical Vector Methods 5.5 Vector Equations of Plane in Normal Form 5.6 Angle between Two Planes 5.7 Vector Product of Two Vectors and Properties 5.8 Vector Product in i, j, k System. 5.8 Vector Product in i, j, k System. 5.9 Vector Areas 5.9 Vector Areas 5.10 Scalar Triple Product 5.11 Vector Equations of Plane in Different Forms, Skew Lines 5.11.1. Shortest Distance and their Cartesian Equivalents 5.11.2. Plane through the Line of intersection of Two Planes 5.11.3. Condition for Coplanarity of Two Lines 5.11.4. Perpendicular Distance of a Point from a Plane 5.11.5. Angle between Line and a Plane 5.11.5. Angle between Line and a Plane 5.11.6. Cartesian Equivalents 5.12 Vector Triple Product – Results
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