Cambridge Senior Mathematics: Australian Curriculum/VCE builds on a proven teaching and learning formula to support the new AC/VCE Mathematics Study Designs for implementation in 2016. Our authors have unrivalled expertise in writing examples and problems to prepare students for exams, as well as proven experience interpreting the Australian Curriculum and VCE Study Designs for VCE students.
Developed from the popular Cambridge Essential Mathematics VCE series, the new series combines logical topic development with a wealth of examples, exercises, exam-style questions and a focus on what is important to guide students to VCE success.
- Carefully-developed creative and rigorous questions help students understand concepts and develop mathematical skills, apply maths to real life and prepare for exams. Drawing on the successful
- Essential Mathematics VCE style, the questions are now fully updated for the new study designs and latest exams.
- A new level of digital support, powered by Cambridge HOTmaths, allows you to navigate effortlessly and immediately from the Interactive Textbook to interactive animations, video examples, complete worked solutions*, automarked questions, online testing* and a powerful learning management system*.
*These features are available when students are linked to a class managed by a teacher. A teacher may choose to make worked solutions available.
About the Authors
Michael Evans worked at the Australian Mathematical Sciences Institute based at the University of Melbourne, and was the editor for the ICE-EM Years 5 to 10 Mathematics series.
He was Head of Mathematics at Scotch College for many years and has been heavily involved in curriculum development at both Victorian state and national levels. Michael is a highly experienced writer of mathematical texts and is a lead author on a number of the texts in the Essential VCE Mathematics series. He now teaches part-time at Brighton Grammar.
Douglas Wallace has been a Senior Mathematics Teacher at Wesley College, Melbourne for 20 years. He was Head of Mathematics from 1990 to 2000 and is now Senior College Curriculum and International Baccalaureate Coordinator.
Kay Lipson’s experience extends through teaching mathematics and statistics at both secondary and tertiary level, as well as extensive periods as a VCE examiner. Kay is currently the Director of Strategy at Swinburne Online.
David Greenwood is Head of Mathematics at Trinity Grammar School in Melbourne and has 21 years' experience teaching maths from Years 7 to 12. He has run numerous workshops within Australia and overseas regarding the implementation of the Australian Curriculum and the use of technology for the teaching of mathematics. He has written more than 20 mathematics titles and has a particular interest in the sequencing of curriculum content and working with the Australian Curriculum proficiency strands.
1. Reviewing linear equations
2. Coordinate geometry and linear relations
4. A gallery of graphs
5. Functions and relations
8. Revision of chapters 2 to 7
10. Counting methods
11. Discrete probability distributions
12. Revision of chapters 9 to 11
13. Exponential functions and algorithms
14. Circular functions
15. Revision of chapters 13 to 14
16. Rates of change
17. Differentiation and antidifferentiation of polynomials
18. Applications of differentiation and anti differentiation of polynomials
19. Revision of chapters 16-18
20. Further differentiation and antidifferentiation
22. Revision of chapters 20-21
23. Revision of chapters 1 - 21
Appendix: Further polynomials and systems of linear
Primary / High School
For Ages: 15+ years old
For Grades: 10+
Book with Other Items
Published: 13th July 2015
Publisher: CAMBRIDGE UNIV PR
Country of Publication: GB
Dimensions (cm): 25.91 x 19.2
Weight (kg): 1.69
Edition Type: Student edition