## Schedule

Continuous probability distribution

Normal distribution and applications

Uniform and binomial distribution

Normal approximation

## Series and Sequences

Transformation

Trigonometric Equations

General Solutions

Trigonometry Functions

## Vectors

Integration

Reverse Chain Rule and Exponential

Integration of Hyperbolas

Integration of Basic Trigonometry

Integration Using Trigonometry Identities

Integration Using Substitution and Differentiation

Area Using Integration

Volumes Using Integration

Trigonometry Substitution and Approximation

Differential Equation and Slope Fields

Applications of Differential Equations

## Inverse Trigonometry

Motion using calculus

Motion using vectors

Projectile Motions

Proofs of Projectile Motions

Further Projectile Motions

## Distribution

Arithmetic Progression

Geometrical Progression

Applications of Progression

Finance using Progression

Proof of Mathematical Induction

## Trigonometry

Vectors

Dot Product and Projections

Geometrical Proof of Vectors

## Integration

Differential of inverse trigonometry

Integration of inverse trigonometry

Area and volumes of inverse trigonometry

Application of inverse trigonometry

## Motion

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