## QCE Mathematical Methods

Subscribing to ReviseOnline QCE Mathematical Methods 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 mathematics in Mathematical Methods are Algebra, Functions, relations and their graphs, Calculus and Statistics. Topics are developed systematically, with increasing levels of sophistication, complexity and connection, and build on algebra, functions and their graphs, and probability from the P–10 Australian Curriculum. The ability to translate written, numerical, algebraic, symbolic and graphical information from one representation to another is a vital part of learning in Mathematical Methods.

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 14 2 4

#### Structure of assessments (Unit 3&4)

• Topic tests - Paper One - 3 Multiple Choice (3 marks), 2 Short Answers (13 marks). Paper Two - 3 Multiple Choice (3 marks), 2 Short Answers (13 marks). Suggested time 40 min each

• Exam builders - Paper One - 6 Multiple Choice (6 marks), 6 Short Answers (34 marks). Paper Two - 6 Multiple Choice (6 marks), 6 Short Answers (34 marks). Suggested time 2hr each

• Full exams - Paper One - 10 Multiple Choice (10 marks), 9 Short Answers (50 marks). Paper Two - 10 Multiple Choice (10 marks), 9 Short Answers (50 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 Arithmetic and geometric sequences and series The logarithmic function Functions and graphs Unit 3 Further differentiation and applications Counting and probability Integrals Exponential functions and the Logarithmic function Unit 4 Further differentiation and applications Trigonometric functions Trigonometric functions Introduction to differential calculus Discrete and Continuous random variables and the normal distribution Interval estimates for proportions