QCE Mathematical Specialist
Subscribing to ReviseOnline QCE Mathematical Specialist course (Units 1&2 and Units 3&4) gives you access to an extensive range of revision material, which can deliver a significant boost to your ATAR score. The major domains of mathematical knowledge in Specialist Mathematics are Vectors and matrices, Real and complex numbers, Trigonometry, Statistics and Calculus. Topics are developed systematically, with increasing levels of sophistication, complexity and connection, building on functions, calculus, statistics from Mathematical Methods, while vectors, complex numbers and matrices are introduced. Functions and calculus are essential for creating models of the physical world. Statistics are used to describe and analyse phenomena involving probability, uncertainty and variation. Matrices, complex numbers and vectors are essential tools for explaining abstract or complex relationships that occur in scientific and technological endeavours.
Using only QCE Curriculum specific assessment material, students use ReviseOnline to develop skills to more effectively articulate responses and manage time pressure, leading to less stress and higher scores.
Users of ReviseOnline Mathematical Methods will receive:
Course 
Topic tests 
Exam builders 
Full exams 
Unit 1&2 
12 
2 
4 
Unit 3&4 
12 
2 
4 
Structure of assessments (Unit 3&4)

Topic tests  Paper One  3 Multiple Choice (3 marks), 2 Short Answers (12 marks). Paper Two  3 Multiple Choice (3 marks), 2 Short Answers (12 marks). Suggested time 40 min each

Exam builders  Paper One  6 Multiple Choice (6 marks), 5 Short Answers (39 marks). Paper Two  6 Multiple Choice (6 marks), 6 Short Answers (39 marks). Suggested time 2hr each

Full exams  Paper One  10 Multiple Choice (10 marks), 9 Short Answers (60 marks). Paper Two  10 Multiple Choice (10 marks), 9 Short Answers (60 marks). Suggested time 3hr each
Marking keys
Each test or exam also comes complete with sample answers and QCE style marking keys. Multiple choice are automatically marked for you.
Topic areas covered:
Unit 1&2 
Unit 3&4 
Combinatorics 
Complex numbers 
Complex numbers 
Integration and applications of integration 
Introduction to proof 
Proof by mathematical induction 
Matrices 
Rates of change and differential equations 
Trigonometry and functions 
Statistical inference 
Vectors in the plane 
Vectors and matrices 