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Straight A’s at School, but Stuck on the AMC?

  • Writer: Qs School Group
    Qs School Group
  • Jun 17
  • 3 min read
Boy in school uniform studies at a desk with math books and timer, surrounded by equations, geometry diagrams, and math-thinking text

Many students perform strongly in school mathematics. They can calculate accurately, apply formulas correctly, and achieve excellent grades in class assessments.


Yet when they encounter an Australian Mathematics Competition (AMC) question for the first time, many suddenly feel unsure where to begin.


Why does this happen?


Because competition mathematics tests something different.


It is not simply about calculation. It is about reasoning.


Students must learn how to identify hidden information, recognise patterns, select effective strategies, and work through unfamiliar problems step by step. The challenge is often not the mathematics itself, but knowing how to think.


What Competition Questions Really Test

Competition mathematics develops skills that extend far beyond the classroom.


Students learn to:

  • Think logically and systematically

  • Find hidden information within complex questions

  • Analyse relationships and patterns

  • Choose effective problem-solving strategies

  • Break problems into manageable steps

  • Work accurately under time pressure


These are the same skills that support long-term academic success across mathematics, science, and many other disciplines.


As a result, AMC preparation is not simply preparation for a single competition—it is an opportunity to strengthen mathematical thinking itself.


Boy with backpack looks at a gold staircase infographic titled Building Mathematical Thinking Step by Step, ending at a target.

A Two-Step Approach to AMC Preparation

At Qs School, we believe effective preparation requires both short-term exam readiness and long-term skill development.


That is why we have designed a two-part pathway for students preparing for the AMC and other mathematics competitions.


Step 1: July Holiday Program

Math Competition Preparation


The July Holiday Intensive is designed for students who want focused competition preparation before the AMC.


Over four days, students will:

  • Review key AMC knowledge points

  • Analyse common competition question types

  • Learn practical problem-solving techniques

  • Develop test-taking strategies

  • Complete mock tests and guided review

  • Build familiarity with competition-style thinking


The goal is simple:


Build familiarity, pacing, and confidence before the exam.


Students learn how competition questions are structured, what examiners are looking for, and how to approach unfamiliar problems with greater confidence.


Step 2: Term 3 Olympiad Maths

Long-Term Mathematical Thinking Growth


While the Holiday Program focuses on immediate competition readiness, Term 3 Olympiad Maths focuses on deeper and more lasting growth.


Students develop:

  • Logical reasoning

  • Abstract thinking

  • Geometric analysis

  • Number relationships

  • Problem decomposition

  • Strategic thinking


The emphasis shifts from:


"How do I get the answer?"

to

"How should I think about this problem?"


This distinction is important.


Students who develop strong mathematical thinking become more adaptable, more independent, and more capable of tackling unfamiliar challenges.

Level 6 Olympiad Maths

Building the Core Framework


Level 6 is ideal for students beginning their Olympiad Maths journey and building core logical thinking skills.


Term 3 topics include:

  • Thinking Algebraically

  • Ratio and Rate

  • Time, Distance and Speed

  • Whole Number Reasoning


Students begin moving beyond procedures and memorisation to understand the underlying patterns and structures that mathematics is built upon.


Goal: Build a strong foundation for competition mathematics.

Level 7 Olympiad Maths

Geometry and Advanced Thinking


Level 7 is designed for students ready for more challenging AMC, APMOPS, scholarship-style, and Olympiad questions.


Term 3 topics include:

  • Area, Perimeter, Volume and Surface Area

  • Congruent and Similar Shapes

  • Pythagoras’ Theorem

  • Circular Geometry and Polygons

  • Symmetry and Tessellation

  • Olympiad Geometry Problem Solving


Students strengthen:

  • Geometric reasoning

  • Spatial thinking

  • Multi-step problem solving

  • Advanced mathematical communication


Goal: Strengthen spatial reasoning and multi-step problem-solving skills.

The Bigger Picture

The AMC is an excellent opportunity for students to challenge themselves, but it is only one part of a much larger learning journey.


The most valuable outcome of competition mathematics is not a certificate or a score.


It is the ability to persist through difficult problems.


It is the confidence to attempt something unfamiliar.


It is the resilience to analyse, rethink, and try again when the first approach does not work.


Competition mathematics teaches students that challenging problems are not obstacles to avoid—they are opportunities to think more deeply.


And that is a skill that lasts long after the AMC has finished.

July Holiday Program & Term 3 Enrolments Now Open

Whether your child is preparing for the upcoming AMC or looking to develop stronger mathematical thinking over the long term, our July Holiday Program and Term 3 Olympiad Maths courses provide a structured pathway for growth.


Places are limited, and early enrolment is recommended.


To learn more or secure a place, contact your nearest Qs School campus today.

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