See how knowledge connects.
The knowledge spine: what each concept builds on, and where it leads.
EdDots Learning Map
See what you’re learning, and how it all fits together.
Where you are in this year, and what comes next.
Next up
- Algebra and proof
- Algebra and functions
- Trigonometry
- No lesson
How to read the map
Concepts
- A concept. Its four lessons: Starting, Developing, Strong, Exceeding.
- No lesson. The concept is in the sequence.
- Chosen. The concept open in the panel.
- A strand. Its line, with its letter.
- Needs both. It builds on two strands.
- Start here. The year’s first lesson.
Connections
- Builds on. An essential step before.
- Uses. Applies a method from another concept.
- Connects to. Related, not required.
- Leads to. A later application.
Arrows point to the concept that comes next. Distance on the map shows order, not time.
Every link has a reason: a step that comes first, a method used again, a related idea or a later application.
Subjects
- Mathematics. K–10, Standard, Advanced, Extension 1 and 2.
- English. K–10 and Advanced.
- Science. Physics, Chemistry and Biology.
A subject always shows its colour, its glyph and its name.
Lessons in Mathematics Extension 1, Year 11
Open a lesson to see its parts and levels. Select Study this concept to continue with a learning subscription.
Mathematics Extension 1 — Years 11–12 · Year 11
6 lessons in this selection
Learning Map for Mathematics Extension 1 — Years 11–12 · Year 11 37 concepts · 5 topics
Stage 6 · Year 11
Each concept of Mathematics Extension 1 — Years 11–12 · Year 11, and what it builds on, is drawn in the map above.
Sequence: NSW syllabus, as used on the learning platform for Mathematics Extension 1 — Years 11–12; detailed outcome alignment for NSW is not verified.
Further work with functionsAlgebra and functions
Choose a lesson to see its structure.
Reciprocal functions: points, signs and asymptotesStructure
- Get ready
- Watch — I do
- Together — We do
- With help
- On my own
- Come back
- StartingLearning subscription
- DevelopingLearning subscription
- StrongLearning subscription
- ExceedingLearning subscription
PolynomialsAlgebra and proof
Choose a lesson to see its structure.
Why substitution gives a linear-divisor remainderStructure
- Get ready
- Watch — I do
- Together — We do
- With help
- On my own
- Come back
- StartingLearning subscription
- DevelopingLearning subscription
- StrongLearning subscription
- ExceedingLearning subscription
Factor theorem and complete real factorisationStructure
- Get ready
- Watch — I do
- Together — We do
- With help
- On my own
- Come back
- StartingLearning subscription
- DevelopingLearning subscription
- StrongLearning subscription
- ExceedingLearning subscription
Permutations and combinationsAlgebra and proof
Choose a lesson to see its structure.
Factorials and the multiplication principleStructure
- Get ready
- Watch — I do
- Together — We do
- With help
- On my own
- Come back
- StartingLearning subscription
- DevelopingLearning subscription
- StrongLearning subscription
- ExceedingLearning subscription
Permutations as ordered selectionsStructure
- Get ready
- Watch — I do
- Together — We do
- With help
- On my own
- Come back
- StartingLearning subscription
- DevelopingLearning subscription
- StrongLearning subscription
- ExceedingLearning subscription
Restrictions and repeated objects in a lineStructure
- Get ready
- Watch — I do
- Together — We do
- With help
- On my own
- Come back
- StartingLearning subscription
- DevelopingLearning subscription
- StrongLearning subscription
- ExceedingLearning subscription
Curriculum details for Mathematics Extension 1 — Years 11–12
NSW Mathematics Extension 1 (2024); Years 11–12; Advanced corequisite.
Preliminary in the NSW source sequence · Year 11.
The Mathematics Extension 1 — Years 11–12 collection follows its named source sequence; detailed outcome alignment for New South Wales is not verified.
In Mathematics Extension 1 — Years 11–12, some source stages span two years and share lessons; choose a topic within the selected year level and revisit its foundation explanations when needed.