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Learn online or on-campus during the term or school holidays
Learn online or on-campus during the term or school holidays
Learn online or on-campus during the term or school holidays
Learn online or on-campus during the term or school holidays
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Our Year 11 Maths Extension 1 tutoring resources are designed by subject matter experts and cover all aspects of the new NSW Maths syllabus. Get ahead with 250+ pages of content, 100+ pages exam-style Workbook, quizzes, and a topic test for each module.
Matrix teachers are experts in their field with real teaching experience. Develop in-depth knowledge and understanding with our experienced teachers by applying our proven methods for Maths.
Step 1
Theory
Step 2
Application
Step 3
Guided Examples
Step 4
In-Class Practice
Step 5
Homework
Step 6
Videos for Revision
Step 7
Quizzes & Feedback
Discover and address gaps in your learning timely through weekly homework completion and quizzes.
See how our flexible learning methods can cater for your learning needs.
Experience engaging theory lessons taught by experienced Maths teachers whom make understanding concepts easy.
Complete exam-style questions in your Work Book to consolidate your understanding of key concepts.
Revise areas of improvement from home anytime anywhere with online video lessons perfectly aligned with the Matrix Theory Book
Build confidence for school assessments with weekly quizzes and the end of term Topic Test performed under strict exam conditions.
Matrix Term 1
(Oct - Dec)
Functions and Relations, Non-Linear Functions, Absolute Values, Inequalities, Polynomials
Matrix Term 1
(Oct - Dec)
Functions and Relations, Non-Linear Functions, Absolute Values, Inequalities, Polynomials
Matrix Term 2
(Feb - Apr)
Trigonometry, Inverse Trigonometry and Introductory Calculus
Matrix Term 2
(Feb - Apr)
Trigonometry, Inverse Trigonometry and Introductory Calculus
Matrix Term 3
(Apr - Jun)
Applications of Differentiation, Exponentials and Logarithms, Motion in a Straight Line, Rates of Change, Graphical Transformations
Matrix Term 3
(Apr - Jun)
Applications of Differentiation, Exponentials and Logarithms, Motion in a Straight Line, Rates of Change, Graphical Transformations
Matrix Term 4
(Jul - Sept)
Parametric Forms, Probability and Statistics, Permutations and Combinations, Binomial Expressions
Matrix Term 4
(Jul - Sept)
Parametric Forms, Probability and Statistics, Permutations and Combinations, Binomial Expressions
Matrix Term 1
(Oct - Dec)
Lesson 1: Functions and Relations
Lesson 2: Linear Functions
Lesson 3: Quadratic Functions
Lesson 4: Polynomials 1
Lesson 5: Polynomials 2
Lesson 6: Other Non-Linear Relations
Lesson 7: Absolute Values
Lesson 8: Inverse Functions
Lesson 9: Topic Test
Matrix Term 2
(Feb - Apr)
Lesson 1: Trigonometric Ratios
Lesson 2: Further Trigonometry 1 – Radians, Arc Length, Area of Sector & Segment, Graphs
Lesson 3: Further Trigonometry 2 – Sums and Differences, Double Angles, t-formula
Lesson 4: Further Trigonometry 3 – Trigonometric Identities, 3D Trig
Lesson 5: Inverse Trigonometric Functions
Lesson 6: The Derivative – Introduction to Differentiation, Applications
Lesson 7: Limits and the Derivative – First Principles
Lesson 8: Further Differentiation – Chain Rule, Product Rule, Quotient Rule, Rates of Change
Lesson 9: Topic Test
Matrix Term 3
(Apr - Jun)
Lesson 1: Calculus and Curve Sketching 1 – Stationary Points, Points of Inflection
Lesson 2: Calculus and Curve Sketching 2 & Exponential and Logarithms 1 – Max and Min, Review of Exponentials and Logarithms
Lesson 3: Exponentials and Logarithms 2 – Derivative of Exponential Functions, Real World Applications
Lesson 4: Exponentials and Logarithms 3 – Derivative of Logarithms, Applications
Lesson 5: Further Applications of Calculus 1 – Motion in a Straight Line
Lesson 6: Further Applications of Calculus 2 – Exponential Functions in Rates of Change
Lesson 7: Graphical Transformations 1 – Basic Transformations, Reflections, Absolute Values
Lesson 8: Graphical Transformations 1 – Basic Transformations, Reflections, Absolute Values
Lesson 9: Topic Test
Matrix Term 4
(Jul - Sept)
Lesson 1: Probability 1 – Theory of Probability, Complementary Events, Venn Diagrams, Independent Events, Multistage Experiments
Lesson 2: Probability 2 – Conditional Probability
Lesson 3: Discrete Random Variables 1 – Introduction ot Random Variables, Expected Value
Lesson 4: Discrete Random Variables 2 – Variance, Transformation of Random Variables, Populations and Samples
Lesson 5: Permutations
Lesson 6: Combinations and the PHP
Lesson 7: The Binomal Expansion
Lesson 8: Parametric Forms
Lesson 9: Topic Test
Matrix teachers have the vast classroom teaching experience to clearly explain complex concepts.
Get 250+ page new-edition Theory Book written by expert teachers designed to help students develop in-depth knowledge and understanding in mathematics.
Our small classes are arranged in a U-shape, creating an interactive and engaging learning environment.
Enjoy additional one-on-one tutor support for extra feedback, writing development, or homework assistance.
All Matrix Campuses are designed for student comfort and engagement. Make learning enjoyable with our comfortable and professional learning environment.
Online video lessons are conducted by experienced teachers who take you through the Matrix Theory Book step-by-step.
Track your child’s progress and achievement through Weekly Homework completion and Quizzes.
Get exam-ready with Topic Tests that consists of a variety of real exam-style questions.
Get year round access to Theory Lesson Videos, Online Practice Questions, and track your progress easily via the Matrix LMS platform.
Want advice on your child’s learning? Get exclusive access to academic advice, and invitations to events and seminars from the Matrix academic team.
Enjoy access to all course resources until the end of the academic year.
All on campus courses come with our First Lesson Money Back Guarantee.
Castle Hill
Mon 4:30PM - 7:30PM |
Fri 4:30PM - 7:30PM |
Chatswood
Mon 4:30PM - 7:30PM |
Tue 4:30PM - 7:30PM |
Wed 4:30PM - 7:30PM |
Fri 4:30PM - 7:30PM |
Sat 9:00AM - 12:00PM 4:30PM - 7:30PM |
Epping
Mon 4:30PM - 7:30PM |
Wed 4:30PM - 7:30PM |
Sat 1:00PM - 4:00PM |
Hurstville
Tue 4:30PM - 7:30PM |
Thu 4:30PM - 7:30PM |
Sat 1:00PM - 4:00PM |
Liverpool
Sat 4:30PM - 7:30PM |
Parramatta
Tue 4:30PM - 7:30PM |
Wed 4:30PM - 7:30PM |
Thu 4:30PM - 7:30PM |
Fri 4:30PM - 7:30PM |
Sat 9:00AM - 12:00PM 1:00PM - 4:00PM 4:30PM - 7:30PM |
Strathfield
Tue 4:30PM - 7:30PM |
Wed 4:30PM - 7:30PM |
Fri 4:30PM - 7:30PM |
Sat 9:00AM - 12:00PM 1:00PM - 4:00PM |
Sydney City
Thu 4:30PM - 7:30PM |
Sat 9:00AM - 12:00PM |
Learn a term’s content in advance during the holidays with experienced Maths teachers who make understanding concepts easy.
Complete exam-style questions in your Work Book to consolidate your understanding of key concepts.
Revise areas of improvement from home anytime anywhere with online video lessons perfectly aligned with the Matrix Theory Book
Build confidence for school assessments with weekly quizzes and the end of term Topic Test performed under strict exam conditions.
Holiday 1
(Sep - Oct)
Acceleration Course
Holiday 1
(Sep - Oct)
Acceleration Course
Holiday 2
(January)
Revision or Acceleration Course
Holiday 2
(January)
Revision or Acceleration Course
Holiday 3
(April)
Revision or Acceleration Course
Holiday 3
(April)
Revision or Acceleration Course
Holiday 4
(July)
Revision or Acceleration Course
Holiday 4
(July)
Revision or Acceleration Course
Holiday 1
(Sep - Oct)
Topic: Functions and Relations, Non-Linear Functions, Absolute Values, Inequalities, Polynomials
Who is it for: Students who want to get ahead or prepare for the upcoming Matrix Term 1
Lesson 1: Functions and Relations
Lesson 2: Linear Functions
Lesson 3: Quadratic Relationships
Lesson 4: Polynomials 1
Lesson 5: Polynomials 2
Lesson 6: Graphs of Non-Linear Curves
Lesson 7: Absolute Values
Lesson 8: Inverse Functions
Lesson 9: Topic Test
Holiday 2
(January)
Students choose to learn previous Matrix Term 1 or upcoming Matrix Term 2 content. Both courses will run simultaneously in the holidays.
Revision Course overview: Functions and Relations, Non-Linear Functions, Absolute Values, Inequalities, Polynomials
Who is it for: Students who missed or want to revise Matrix Term 1
Lesson 1: Functions and Relations
Lesson 2: Linear Functions
Lesson 3: Quadratic Relationships
Lesson 4: Polynomials 1
Lesson 5: Polynomials 2
Lesson 6: Graphs of Non-Linear Curves
Lesson 7: Absolute Values
Lesson 8: Inverse Functions
Lesson 9: Topic Test
Acceleration Course overview: Trigonometry, Inverse Trigonometry and Introductory Calculus
Who is it for: Students who want to get ahead or prepare for Matrix Term 2
Lesson 1: Trigonometric Ratios
Lesson 2: Further Trigonometry 1
Lesson 3: Further Trigonometry 2
Lesson 4: Further Trigonometry 3
Lesson 5: Inverse Trigonometric Functions
Lesson 6: The Derivative
Lesson 7: Limits and the Derivative
Lesson 8: Further Differentiation
Lesson 9: Topic Test
Holiday 3
(April)
Students choose to learn previous Matrix Term 2 or upcoming Matrix Term 3 content. Both courses will run simultaneously in the holidays.
Revision Course overview: Trigonometry, Inverse Trigonometry and Introductory Calculus
Who is it for: Students who missed or want to revise Matrix Term 2
Lesson 1: Trigonometric Ratios
Lesson 2: Further Trigonometry 1
Lesson 3: Further Trigonometry 2
Lesson 4: Further Trigonometry 3
Lesson 5: Inverse Trigonometric Functions
Lesson 6: The Derivative
Lesson 7: Limits and the Derivative
Lesson 8: Further Differentiation
Lesson 9: Topic Test
Acceleration Course overview: Applications of Differentiation, Exponentials and Logarithms, Motion in a Straight Line, Rates of Change, Graphical Transformations
Who is it for: Students who want to get ahead or prepare for Matrix Term 3
Lesson 1: Calculus and Curve Sketching 1
Lesson 2: Calculus and Curve Sketching 2 & Exponential and Logarithms 1
Lesson 3: Exponentials and Logarithms 2
Lesson 4: Exponentials and Logarithms 3
Lesson 5: Further Applications of Calculus 1
Lesson 6: Further Applications of Calculus 2
Lesson 7: Graphical Transformations 1
Lesson 8: Graphical Transformations 2
Lesson 9: Topic Test
Holiday 4
(July)
Students choose to learn previous Matrix Term 3 or upcoming Matrix Term 4 content. Both courses will run simultaneously in the holidays.
Revision Course overview: Applications of Differentiation, Exponentials and Logarithms, Motion in a Straight Line, Rates of Change, Graphical Transformations
Who is it for: Students who missed or want to revise Matrix Term 3
Lesson 1: Calculus and Curve Sketching 1
Lesson 2: Calculus and Curve Sketching 2 & Exponential and Logarithms 1
Lesson 3: Exponentials and Logarithms 2
Lesson 4: Exponentials and Logarithms 3
Lesson 5: Further Applications of Calculus 1
Lesson 6: Further Applications of Calculus 2
Lesson 7: Graphical Transformations 1
Lesson 8: Graphical Transformations 2
Lesson 9: Topic Test
Acceleration Course overview: Parametric Forms, Probability and Statistics, Permutations and Combinations, Binomial Expressions
Who is it for: Students who want to get ahead or prepare for Matrix Term 4
Lesson 1: Probability 1
Lesson 2: Probability 2
Lesson 3: Discrete Random Variables 1
Lesson 4:Discrete Random Variables 2
Lesson 5: Permutations
Lesson 6: Combinations and the PHP
Lesson 7: The Binomal Expansion
Lesson 8:Parametric Forms
Lesson 9: Topic Test
Matrix teachers have the vast classroom teaching experience to clearly explain complex concepts.
Get 250+ page new-edition Theory Book written by expert teachers designed to help students develop in-depth knowledge and understanding in Year 11 mathematics.
Our small classes are arranged in a U-shape, creating an interactive and engaging learning environment.
All Matrix Campuses are designed for student comfort and engagement. Make learning enjoyable with our comfortable and professional learning environment.
Online video lessons are conducted by experienced teachers who take you through the Matrix Theory Book step-by-step.
Track your child’s progress and achievement through Weekly Homework completion and Quizzes.
Assess your exam-readiness with Topic Tests that tests your Maths skills with real exam-style questions.
Access Theory Lesson Videos, Online Practice Questions, and track your progress easily via Matrix LMS App.
Epping
13 Jan - 23 Jan |
1:00pm - 4:00pm |
4:30pm - 7:30pm |
Hurstville
13 Jan - 23 Jan |
1:00pm - 4:00pm |
Castle Hill
13 Jan - 23 Jan |
1:00pm - 4:00pm |
Strathfield
13 Jan - 23 Jan |
1:00pm - 4:00pm |
Liverpool
13 Jan - 23 Jan |
9:00am - 12:00pm |
Learn at your own pace with the support you need. Work through your Matrix Theory Book with 8 clear video lessons taught by experienced Matrix teachers.
Complete exam-style questions in your Work Book to consolidate your understanding of key concepts.
Address gaps in learning by asking questions on the student Q&A board to receive individual teacher support within 1 working day.
Build confidence for school assessments with online quizzes and Topic Tests.
Module 1
Functions and Relations, Non-Linear Functions, Absolute Values, Inequalities, Polynomials
Module 1
Functions and Relations, Non-Linear Functions, Absolute Values, Inequalities, Polynomials
Module 2
Trigonometry, Inverse Trigonometry and Introductory Calculus
Module 2
Trigonometry, Inverse Trigonometry and Introductory Calculus
Module 3
Applications of Differentiation, Exponentials and Logarithms, Motion in a Straight Line, Rates of Change, Graphical Transformations
Module 3
Applications of Differentiation, Exponentials and Logarithms, Motion in a Straight Line, Rates of Change, Graphical Transformations
Module 4
Parametric Forms, Probability and Statistics, Permutations and Combinations, Binomial Expressions
Module 4
Parametric Forms, Probability and Statistics, Permutations and Combinations, Binomial Expressions
Module 1
Lesson 1: Functions and Relations
Lesson 2: Linear Functions
Lesson 3: Quadratic Functions
Lesson 4: Polynomials 1
Lesson 5: Polynomials 2
Lesson 6: Other Non-Linear Relations
Lesson 7: Absolute Values
Lesson 8: Inverse Functions
Lesson 9: Topic Test
Module 2
Lesson 1: Trigonometric Ratios
Lesson 2: Further Trigonometry 1 – Radians, Arc Length, Area of Sector & Segment, Graphs
Lesson 3: Further Trigonometry 2 – Sums and Differences, Double Angles, t-formula
Lesson 4: Further Trigonometry 3 – Trigonometric Identities, 3D Trig
Lesson 5: Inverse Trigonometric Functions
Lesson 6: The Derivative – Introduction to Differentiation, Applications
Lesson 7: Limits and the Derivative – First Principles
Lesson 8: Further Differentiation – Chain Rule, Product Rule, Quotient Rule, Rates of Change
Lesson 9: Topic Test
Module 3
Lesson 1: Calculus and Curve Sketching 1 – Stationary Points, Points of Inflection
Lesson 2: Calculus and Curve Sketching 2 & Exponential and Logarithms 1 – Max and Min, Review of Exponentials and Logarithms
Lesson 3: Exponentials and Logarithms 2 – Derivative of Exponential Functions, Real World Applications
Lesson 4: Exponentials and Logarithms 3 – Derivative of Logarithms, Applications
Lesson 5: Further Applications of Calculus 1 – Motion in a Straight Line
Lesson 6: Further Applications of Calculus 2 – Exponential Functions in Rates of Change
Lesson 7: Graphical Transformations 1 – Basic Transformations, Reflections, Absolute Values
Lesson 8: Graphical Transformations 1 – Basic Transformations, Reflections, Absolute Values
Lesson 9: Topic Test
Module 4
Lesson 1: Probability 1 – Theory of Probability, Complementary Events, Venn Diagrams, Independent Events, Multistage Experiments
Lesson 2: Probability 2 – Conditional Probability
Lesson 3: Discrete Random Variables 1 – Introduction ot Random Variables, Expected Value
Lesson 4: Discrete Random Variables 2 – Variance, Transformation of Random Variables, Populations and Samples
Lesson 5: Permutations
Lesson 6: Combinations and the PHP
Lesson 7: The Binomal Expansion
Lesson 8: Parametric Forms
Lesson 9: Topic Test
Get 200+ page new-edition Theory Book written by expert teachers designed to help students develop in-depth knowledge and understanding in mathematics.
Learn from the best, with each Theory Lesson accompanied by Online Video Lessons led by experienced teachers.
Enjoy the flexibility of online learning with all the benefits of being on-campus. Lesson content progression is automatically unlocked for the best learning experience, ensuring students stay on track for success.
Discover your strengths and weaknesses with online Quizzes. And with automated marking, you receive instant feedback on your learning gaps.
Get exam-ready with Topic Tests that consists of a variety of real exam-style questions.
Stuck on a question? Address your individual learning needs by posting your questions on the Matrix Q&A Boards and receive responses within 1 working day.
Enjoy access to all course resources until the end of the academic year.
Want advice on your child’s learning? Get exclusive access to academic advice, and invitations to events and seminars from the Matrix academic team.
Online
Access starts | 14 October 2024 |
Access Ends | 31 December 2025 |
Matrix+ online
Term course
Holiday course
Who is it for?
Course structure
Matrix resources
Reporting
Additional support
Homework
Assessments
years teaching
Qualifications
Year levels
Subjects taught
Years at Matrix
years
Teaching experience
years
Campuses
Locations
Teaching methods
Purchase the full year of Matrix+ Year 11 Math Ext 1 online course and save $795 when you pay upfront.
Offer ends 24 November 2024. Conditions apply.
Flexible payment options: Pay quarterly or monthly over 3 months.
Term course
9 weekly lessons over 9 weeks
$1350
per module
$450
per month for 3 months
Holiday course
5 daily lessons over 5 days
$1350
per term
$450
per month for 3 months
Matrix+ online
9 lessons, anywhere, anytime
$795
per holiday course
$265
per month for 3 months
Taking on the Year 11 Maths Extension 1 Holiday course really made me feel incredibly productive during the summer break. The intensive course structure allowed me to stay on top of all the concepts taught in preparation for the upcoming year, and significantly boosted my confidence in starting senior high school!
North Sydney Girls High School
Maths Extension 1 has many difficult and complex concepts but they are explained clearly and in depth at Matrix. This has made the subject seem much easier at school.
St Luke's Grammar School
Matrix has helped me to get ahead of my class and ensure that I keep up with its fast pace. Matrix has helped me to consolidate my knowledge and content that I have learned at school, and prepare me with exam-style questions.
Sydney Girls High School
Matrix holiday classes run one term ahead of school, which I feel allows students to revise concepts quite well before they study them at school. Classes at school often require a quite in-depth understanding of concepts, and being able to revise these beforehand has been exceptionally useful.
Sydney Girls High School
Who are Matrix teachers?
Matrix Maths Extension 1 tutoring teachers are experienced educators who have degrees in related disciplines. They are knowledgeable, know how to explain things clearly, and make learning fun.
What are the teaching styles of Matrix Maths Extension 1 teachers?
Matrix Year 11 Maths Extension 1 teachers deliver a structured and engaging learning experience through a mix of instructional and interactive teaching.
Is the Matrix Year 11 Maths Extension 1 tutoring program mapped to the NSW syllabus?
Yes, the Matrix Year 11 Maths Extension 1 tutoring program covers every aspect of the NSW Education Standards Authority (NESA) Syllabus thoroughly. It extends students’ abilities and helps them develop strong foundations in all aspects of Mathematics.
Why does Matrix teach one term ahead of the school program?
Matrix Term 1 starts in October each year. This allows students to learn one term ahead and gain a competitive advantage over their school peers when the topic is revisited at their school.
Can Matrix Year 11 Maths Extension 1 tutoring improve my child's marks at school?
100% of our students have reported an improvement in their confidence and marks since enrolling into the Matrix Year 11 Maths Extension 1 course.
What is the class size?
All Matrix classes seat a maximum of 15 students arranged in U-shape formation to support an interactive and engaging student learning environment.
How long does each Year 11 Maths Extension 1 tutoring session go for?
Each Year 11 Maths Extension 1 tutoring session is 90 minutes long and consists of Theory, Application and In-Class Practice. Refer to lesson structure for a detailed breakdown.
If my child misses a lesson, what can they do to catchup?
Matrix provides students access Online Theory Lesson Videos for missed lessons and revisions. The video lessons are easy to follow and paired with the Matrix Theory Book.
What's the difference between Holiday course and Term course?
The table below compares the Holiday course to the Term course.
Holiday Course | Term Course | |
What is it | 9 day on campus course | 9 week on campus course |
When is it | Holidays | Term |
Who is it for | Learn ahead of school and save time during the term | Learn in alignment with the school pace |
Course structure | 3 hour daily lessons over 5 consecutive days | 1.5 hour weekly lessons over 9 weeks |
Individual support | 1: 1 Workshops available during the term | 1: 1 Workshops available during the term |
What is Matrix+?
Matrix+ is an online course consisting of video lessons paired with Matrix Theory Books. It’s accessible, more affordable and flexible compared to Matrix On-Campus courses. It’s an effective learning option if you prefer to learn at your own pace.
Is the online lesson live streamed classes?
No, you can learn at any time. Matrix+ lessons are pre-recorded to ensure the highest quality delivery for all types of learners! Our detailed video lessons allow you to view and follow the lesson at your own pace – pause, replay, or speed up videos for an on-demand learning experience.
How long do I have access Matrix+ course?
Year 11 Maths Extension 1 tutoring students will still be able to access Theory Lesson Videos, Q&A Discussion Boards, and online resources until the end of the calendar year.
How will I receive the Matrix+ Theory Book?
Matrix Theory Books will be mailed to your delivery address via Australia Post.