AMC Y5-6 Advanced Course
For Years 5–6 with secure foundations. Develop upper-primary problem-solving through the Australian AMC pathway.
First 3 starter lessons or units free with an accountSee curriculum & course details →Register & try 3 free →After AJMO, choose the next step from the child’s independent work: repair missing foundations, build problem-solving within their year-level pathway, or explore deeper AIMO reasoning. Use the certificate as context, not as an automatic course-placement rule.
| What the child can do now | Useful learning priority | What to inspect |
|---|---|---|
| Struggles with prerequisite arithmetic, fractions or measurement | Repair the specific school-level concept; then reattempt a related problem | Foundational teaching before assuming Advanced placement |
| Year 5–6; basics secure, but unfamiliar tasks need a strategy hint | Build representations and method selection with upper-primary mathematics | AMC Y5–6 Advanced curriculum |
| Year 7–8; comfortable with foundations and ready for harder mixed work | Develop deeper geometry, number theory and counting | AMC Y7–8 Advanced curriculum |
| Persists with demanding problems and can explain arguments | Develop sustained reasoning and written solutions | AIMO preparation curriculum and official comparison samples |
These are learning suggestions, not official AJMO placement thresholds. A highly experienced younger student may need more stretch; another student of the same age may need foundation work. Judge the attempt, not just the course title.
The linked courses provide their first three lessons or starter units with an account. Later content needs full course access. Registering does not purchase a course or enter an official competition. Your dashboard lets you explore other available courses and the learning activity the platform supports.
First inspect appropriate samples, not an award-to-course conversion chart. Can the child organise a long solution, explain why a case split is complete, and handle a failed first approach? A correct number obtained from trial and error may still need substantial development before it becomes a convincing argument.
One useful original exercise is to explain why the sum of two odd integers is even. Write the numbers as 2a + 1 and 2b + 1. Their sum is 2(a + b + 1), a multiple of 2. Compare that with testing just 3 + 5: one example does not establish every case.
Proof teaching need not begin with difficult symbols. A careful diagram or complete organised list can also reveal the difference between “seems right” and “must be right.” See our AJMO, AMC and AIMO comparison for the distinct demands.
Choose one course level and one recurring difficulty. Use the starter material to learn a method, attempt a changed example and return to it in mixed practice. Record whether the child makes a more independent start and avoids the earlier error.
If the work remains inaccessible, step back and repair the prerequisite. If it is routine, inspect a deeper pathway. If it gives productive challenge, continue systematically. Two weeks can help assess fit; it cannot guarantee an award or prove a long-term score increase.
Our approach connects topic teaching, strategy practice and rehearsal. It helps families choose a learning plan after receiving information, while keeping official competition rules and entry arrangements separate from course exploration.
Explore the complete curriculum, then start the free lessons in your own learning account. These existing AMC and AIMO courses develop related skills; they are not dedicated AJMO courses or official competition entry.
For Years 5–6 with secure foundations. Develop upper-primary problem-solving through the Australian AMC pathway.
First 3 starter lessons or units free with an accountSee curriculum & course details →Register & try 3 free →For Years 7–8 ready to extend beyond foundations. Build geometry, number-theory and counting techniques.
First 3 starter lessons or units free with an accountSee curriculum & course details →Register & try 3 free →For students ready for deeper problems and written reasoning. Inspect the level before choosing the stretch.
First 3 starter lessons or units free with an accountSee curriculum & course details →Register & try 3 free →Inspect what the child can do independently. Repair foundations if needed; consider the appropriate year-level AMC pathway when those foundations are secure. The award alone does not select the course.
Not automatically. Try suitable comparison samples and assess sustained reasoning and written explanations before choosing the deeper preparation route.
Yes. The linked curriculum and course overview are available for inspection. A free account is needed to start the available starter lessons and enter your own learning space.
No. You can explore available courses and their free starter content. Full paid course content requires the corresponding access.