Further Mathematics Vce Units 3&4 Revised Pdf

Cambridge Senior Mathematics: VCE builds on a proven teaching and learning formula to support the new AC/VCE Mathematics Study Designs implemented 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 Cambridge 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 effortless and immediate navigation from the Interactive Textbook to interactive animations, video examples, complete worked solutions (solutions must be switched on by a connected teaching account), automarked questions, online testing and a powerful learning management system.

www.cambridge.edu.au/seniormaths

Watch our workshop: "Implementing Australian Curriculum VCE Maths in 2016" presented by Michael Evans

The revised edition replaces the ISBN: 9781107567573.

The text delivered in print format.

PDF Textbook available in the interactive textbook

The downloadable PDF version of the student text enables students to take notes and bookmark pages. It is downloaded through your account using the same unique 16-character code that is included with the purchase of the printed student textbook and the interactive textbook.

Interactive Textbook powered by Cambridge HOTmaths

The online version of the student text delivers a host of interactive features to enhance the teaching and learning experience, and when connected to a class teacher account offers a powerful Learning Management System. It is accessed online through a HOTmaths account using a unique 16-character code provided with the Print Textbook, or available for purchase separately as a digital-only option.

The Interactive Textbook is available as a calendar-year subscription. Your subscription term is defined as follows: if activation occurs between January and July of this year, subscription concludes on 31 December this year. If activation occurs between August and December of this year, subscription concludes on 31 December the following year.

Digital resources are expressly available for personal use only.

CORE
Data Analysis
1    Displaying and describing data distributions
2    Summarising numerical data
3    Investigating associations between two variables
4    Regression: Fitting lines to data
5    Data transformation
6    Investigating and modelling time series
7    Revision: Data analysis
Recursion and Financial Modelling
8    Modelling growth and decay using recursion
9    Modelling and analysing reducing-balance loans and annuities
10    Revision: Recursion and financial modelling
APPLICATIONS
Module 1: Matrices
11    Matrices l
12    Matrices II
13    Revision: Matrices
Module 2: Networks and Decision Mathematics
14    Graphs, networks and trees
15    Flow, matching and scheduling problems
16    Revision: Networks and decision mathematics
Module 3: Geometry and Measurement
17    Geometry and measurement
18    Applications of geometry and trigonometry
19    Spherical geometry
20    Revision: Geometry and measurement
Module 4: Graphs and Relations
21    Constructing graphs
22    Analysing and interpreting graphs
23    Linear programming
24    Revision: Graphs and relations

Cambridge Senior Mathematics: VCE builds on a proven teaching and learning formula to support the new AC/VCE Mathematics Study Designs for implementation in 2016. Developed from the popular Cambridge Essential Mathematics VCE series, 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.

www.cambridge.edu.au/seniormaths

ALL TITLES IN SERIES:

Peter Jones

Peter Jones is a Professor Emeritus and formerly Head of the School of Mathematical Sciences at Swinburne University of Technology. He has been an active supporter of school mathematics over many years and helped pioneer the introduction of graphics calculators into Victorian schools.

Peter is a highly experienced writer of mathematical text and he is the lead author on two of the Essential VCE Mathematics textbooks. His area of expertise is applied statistics.

Michael Evans

Michael Evans has a PhD in Mathematics from Monash University and a Diploma of Education from La Trobe University. He currently holds the honorary position of Senior Consultant at the Australian Mathematical Sciences Institute at the University of Melbourne. He was Head of Mathematics at Scotch College, Melbourne, and has also taught in public schools and in recent years has returned to classroom teaching. He has been very involved with curriculum development at both state and national levels. In 1999, Michael was awarded an honorary Doctor of Laws by Monash University for his contribution to mathematics education, and in 2001 he received the Bernhard Neumann Award for contributions to mathematics enrichment in Australia.

Kay Lipson

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.

Kyle Staggard

Kyle Staggard is one of the online teachers and course developers of the Victorian Virtual Learning Network based at Bendigo Senior Secondary College in Victoria.