NSW Year 12 Maths Extension 1 - Coursebook

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NSW Year 12 Extension 1 Coursebook

Covering the whole NSW Year 12 Extension 1 curriculum, this coursebook has the following features

• Worked Solutions - Every question has a fully worked solution. Just look in the back of the book. 
• Hyperlinks (ebook only) - No more trying to find the worked solution, click on the question number and it will take you to the worked solution in the back of the book. 
• Videos - Click on or scan the QR code in each sub-topic and you will be taken directly to You Tube where the best videos have been selected for learning.
• Cut to the chase - understand the concepts that will accelerate you through the course.
• Past HSC Questions- All HSC questions (from 2015) are broken down into each topic and sub topic areas.
• Instant ebook- If you order the ebook, you will receive it within 5 minutes. 

NSW Year 12 Extension 1 Topics

This book is a perfect summary for the entire NSW Year 12 Extension 1 course and contains the following topics

1. Trig Equations
2. Proof
3. Vectors
4. Calculus
5. Differential Equations
6. Projectile Motion
7. Binomial Distribution

Each of these topics are broken down into sub-topics and are listed below. 

Sub Topics

Trig Equations:

• Compound Angle Equations
• Auxiliary Angle Method
• t Formulae Method

Proof

• Series
• Divisibility

Vectors

• Vector Basics
• Vectors in Two Dimensions
• Vectors in Component Form
• Scalar product of Vectors
• Projection of Vectors
• Vectors in Geometry

Calculus

• Integration by substitution
• Trig integration
• Derivative of inverse functions
• Integrations that give Inverse Trig Functions
• Volumes of Solids of Revolution

Differential Equations

• Introduction to Differential Equations (DE's)
• Direction Fields
• Solving y'=f(x)
• Solving y'=g(y)
• Solving y'=f(x)g(y)
• Modelling First Order

Projectile Motion

• Time Equations
• Equation of Path

Binomial Distribution

• Bernoulli Trials
• Binomial Distribution
• Mean and Variance of a Binomial Distribution
• Normal Approximation of the Sample Proportion