 Chapter 1: Coordinate Geometry

1.1 Graph Sketching using Addition of Ordinates

1.2 Graph Sketching using Reciprocals of Ordinates

2.1 Sketching Reciprocal functions

2.2 Trigonometric Identities

2.3 Inverse Trigonometric Functions

2.4 Compound Formulas

2.5 Double-angle Formulas

2.6 Geometry and Trigonometry Test

Chapter 2: Trigonometry

1.1 Graph Sketching using Addition of Ordinates

1.2 Graph Sketching using Reciprocals of Ordinates

2.1 Sketching Reciprocal functions

2.2 Trigonometric Identities

2.3 Inverse Trigonometric Functions

2.4 Compound Formulas

2.5 Double-angle Formulas

2.6 Geometry and Trigonometry Test

Chapter 1: Complex Numbers

1.1 Number Systems

1.2 Algebra of Complex Numbers

1.3 Argand Diagrams

1.4 Multiplication and Division in Polar Form

1.5 De Moivre's Theorem

1.6 Complex Numbers Test

Chapter 1: Second Derivatives

1.1 Double Differentiation

1.2 Curve of a Curve

1.3 Second Derivative applied to Maxima and Minima

1.4 Curve Sketching

2.1 Derivative of tan kx

2.2 Derivative of Inverse Circular Function

2.3 Differential Calculus Test

Chapter 2: Derivatives of Trig Function

1.1 Double Differentiation

1.2 Curve of a Curve

1.3 Second Derivative applied to Maxima and Minima

1.4 Curve Sketching

2.1 Derivative of tan kx

2.2 Derivative of Inverse Circular Function

2.3 Differential Calculus Test

Chapter 1: Integration Techniques

1.1 Function Substitution

1.2 Linear Substitution

1.3 Antiderivatives of Inverse Circular Functions

1.4 Trigonometric Identities

1.5 Partial Fractions

2.1 Area under a Curve

2.2 Volume of Revolution

3.1 Trapezoidal Rule

3.2 Midpoint Rule

3.3 Integral Calculus

Chapter 2: Applications of Integration

1.1 Function Substitution

1.2 Linear Substitution

1.3 Antiderivatives of Inverse Circular Functions

1.4 Trigonometric Identities

1.5 Partial Fractions

2.1 Area under a Curve

2.2 Volume of Revolution

3.1 Trapezoidal Rule

3.2 Midpoint Rule

3.3 Integral Calculus

Chapter 3: Approximate of Integration

1.1 Function Substitution

1.2 Linear Substitution

1.3 Antiderivatives of Inverse Circular Functions

1.4 Trigonometric Identities

1.5 Partial Fractions

2.1 Area under a Curve

2.2 Volume of Revolution

3.1 Trapezoidal Rule

3.2 Midpoint Rule

3.3 Integral Calculus

Chapter 1: Straight-line Motion

1.1 Velocity as a Function of Time

1.2 Constant Acceleration

1.3 Acceleration v. Time

1.4 Acceleration v. Velocity or Position

1.5 Velocity v. Time

1.6 Kinematics Test

Chapter 1: Vectors

1.1 Cartesian Representation :i, j ,k

1.2 Addition and Subtraction of i-j Vectors

1.3 Scalar (Dot) Product

1.4 Angle Between Two Vectors

1.5 Scalar Resolute

1.6 Vector Resolute

1.7 Position Vectors & Cartesian Equation of Path

1.8 Vectors Test