Essential Mathematics For Pre - University - Salina Et Al - 9789670761282 - McGrawHill Education
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Product Description
Chapter 1 Trigonometric Functions
1.1 Angles
1.2 Trigonometric Functions: Unit Circle Approach
1.3 Trigonometric Functions of Angles
1.4 Properties of Trigonometric Functions
1.5 Trigonometric Graphs
Summary
Review Exercises
Chapter 2 Analytic Trigonometry
2.1 Verifying Trigonometric Identities
2.2 The Addition and Subtraction Formulas
2.3 Multiple-angle Formulas
2.4 Product-to-Sum and Sum-to-Product Formulas
2.5 The Inverse Trigonometric Functions
2.6 Trigonometric Equations
Summary
Review Exercises
Chapter 3 Polar Coordinates and Vectors
3.1 Polar Coordinates
3.2 The Complex Plane: De Moivre’s Theorem
3.3 Introduction to Vectors
3.4 The Dot Product
3.5 Vectors in Space
3.6 The Cross Product
3.7 Applications of Vectors in Geometry
Summary
Review Exercises
Chapter 4 Analytic Geometry
4.1 Conics
4.2 The Circle
4.3 The Parabola
4.4 The Ellipse
4.5 The Hyperbola
4.6 Intersection of a Straight Line and Conics
Summary
Review Exercises
Chapter 5 Statistics
5.1 The Nature of Probability and Statistics
5.2 Frequency Distributions and Graphs
5.3 Measures of Central Tendency
5.4 Measures of Variation
5.5 Measures of Position
Summary
Review Exercises
Chapter 6 Probability and Counting Rules
6.1 Counting Rules
6.2 Sample Spaces and Probability
6.3 The Addition Rules for Probability
6.4 The Multiplication Rule and Conditional Probability
6.5 Probability and Counting Rules
Summary
Review Exercises
Chapter 7 Probability Distributions
7.1 Random Variables
7.2 Binomial Distributions
7.3 Poisson Distributions
7.4 Normal Probability Distributions
Summary
Review Exercises