
Overview
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DISCLAIMER: These courses are based on the Western Australian Curriculum but many of the course concepts and topics should apply to Mathematics Specialist/Specialised courses in Queensland, South Australia, Victoria and Tasmania; and Mathematics Extension in New South Wales.
This Mathematics Specialist course is designed to cover all the major and minor aspects that might be covered in a Mathematics Specialist Examination. The videos in this course will cover the essential core skills, broader concepts and higher order questions from a wide range of materials beyond the normal textbooks. Guided examples and examination questions will show students how to deal with different types of questions in an examination setting. Access this course to give yourself the best chance of extending your knowledge and applying that knowledge for a better result in your Mathematics Specialist Examination.
Course Features
- Lectures 38
- Quiz 0
- Duration Lifetime access
- Skill level All levels
- Language English
- Students 16
- Assessments Yes
Curriculum
- 4 Sections
- 38 Lessons
- Lifetime
- Mathematics Specialist - Unit 311
- 2.1Revision of Year 11 Complex Numbers Copy
- 2.2Conjugate Copy
- 2.3Multiplying & Dividing Complex Numbers Copy
- 2.4Geometrical Properties of Complex Numbers Copy
- 2.5Regions, Equations & Inequalities Copy
- 2.6De Moivre’s Theorem Copy
- 2.7Expanding & Solving Using De Moivre’s Theorem Copy
- 2.8Representing Complex Numbers as Vectors Copy
- 2.9Factorisation of Polynomials Copy
- 2.10Factor & Remainder Theorem Copy
- 2.11Complex Roots & Solving Copy
- Unit 3 - Functions5
- Unit 3 - Vectors9
- Mathematics Specialist - Unit 413
- 5.1Integration Using Trigonometric Identities
- 5.2Integration Using Substitution
- 5.3Calculus Using Logarithms
- 5.4Area Under A Curve/Between Curves
- 5.5Volumes of Revolution
- 5.6Implicit Differentiation
- 5.7Related Rates
- 5.8Differential Equations
- 5.9Slope Fields
- 5.10Rectilinear/Simple Harmonic Motion
- 5.11Central Limit Theorem
- 5.12Confidence Intervals & Sample Size
- 5.13Central Limit Theorem Exam Questions