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Students will cover a thorough study and revision of all Unit 3 and 4 Areas of Study including; Data Analysis (core); and Applications (modules) including three of the following: Module 1: Number Patterns; Module 2: Geometry and Trigonometry; Module 3: Graphs and Relations; Module 4: Business-Related Mathematics; Module 5: Networks and Decision Mathematics; or Module 6: Matrices.
Program Structure:
Our Further Mathematics 11 Week Intensive Target Classes are structured into two distinct parts:
Part 1 - Week 1: Held over two days (6 hours in total)
The Advanced Blueprint to VCE Success seminar; designed to develop the skills and strategies necessary for students to become more efficient learners and more focused on achieving their goals.
Part 2 - Weeks 2 to 11: 2 hours per week for 10 weeks (20 hours)
Students will be given a progressive and detailed revision of the subject content. The examinable topics will be addressed systematically and students will complete examination style questions weekly. A week by week description for the Further Mathematics Intensive Target Classes is shown below:
| Week 2 |
Area of Study 1 |
Data Analysis (Core Material): Univariate Data. |
| Week 3 |
Area of Study 1 |
Data Analysis (Core Material): Bivariate Data and Time Series. |
| Week 4 |
Area of Study 2 |
Applications (Module Material): Students' chosen module. |
| |
Module 1 |
Number Patterns: Arithmetic and Geometric Sequences |
| OR |
Module 2 |
Geometry and Trigonometry: Geometry |
| Week 5 |
Area of Study 2 |
Applications (Module Material): Students' chosen module. |
| |
Module 1 |
Number Patterns: Geometric Sequences and Difference Equations |
| OR |
Module 2 |
Geometry and Trigonometry: Trigonometry |
| Week 6 |
Area of Study 2 |
Applications (Module Material): Students' chosen module. |
| |
Module 3 |
Graphs and Relations: Linear Equations and Non-linear Relations & Graphs |
| OR |
Module 4 |
Business-Related Mathematics: Simple Interest and Growth |
| Week 7 |
Area of Study 2 |
Applications (Module Material): Students' chosen module. |
| |
Module 3 |
Graphs and Relations: Linear Inequations |
| OR |
Module 4 |
Business-related Mathematics: Decay and Annuities |
| Week 8 |
Area of Study 2 |
Applications (Module Material): Students' chosen module. |
| |
Module 5 |
Networks and Decision Mathematics: Undirected Graphs |
| OR |
Module 6 |
Matrices: Matrices and Applications |
| Week 9 |
Area of Study 2 |
Applications (Module Material): Students' chosen module. |
| |
Module 5 |
Networks and Decision Mathematics: Directed Graphs |
| OR |
Module 6 |
Matrices and Applications |
| Week 10 |
Area of Study 1 |
Data Analysis (Core Material): Extra Questions Set. |
| Week 11 |
Area of Study 2 |
Applications (Module Material): Extra Questions Set. |
* At the completion of week 11 of the program (and in addition to the weekly notes) students will receive one bound reference text, suitable for examinations 1 and 2 (which they may annotate).
Presenter Details:
Ms. Barbara Williams
BSc. (Maths), Dip. Ed.; Experienced VCE Teacher & Presenter – Senior Teacher at Taylors College.
Mr. Justin Staunton
BA. (Maths), BEd. (Maths); Experienced VCE Teacher & VCE Assessor – Campus Coordinator at Mercy Regional College.
Ms. Miroslava Mima Pomasan
Graduate Mathematician (Equivalent to Honours Degree), Dip. Teaching.; Experienced VCE Teacher & Presenter – Senior Teacher at Melbourne Grammar School.
Mr. Arthur Traitsis
BSc. (Maths), Dip. Ed.; Experienced VCE Teacher & VCE Assessor – Senior Teacher at Gladstone Park Secondary College.
Mr. David Waddell
BSc. (Chemistry & Maths), BEd.; Experienced VCE Teacher & Presenter – Senior Teacher at Caroline Springs College.
Venue Details:
RMIT University, City Campus. Specific building and room details will be provided upon enrolment.
Total Length of Program:
26 hours. Week 1 is held over two days (6 hours) and Weeks 2-11 are 2 hours each (20 hours).
Enrol Offline:
If you prefer to enrol offline, please download and complete our registration form and forward it together with your payment to our head office. Please note that you will need Adobe Reader to download this form.
Enrol Online:
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