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What to expect from our lessons

 


We take pride in creating the best lessons we can for students who need greater breadth and depth.
 

More than mental acrobatics

Deeper meaning vs mental acrobatics

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We model what it looks like to treat mathematics as something that can be understood, questioned and connected, rather than just a set of mental acrobatics.

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For some students, this can be a refreshing view of the subject.

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Understand enough to keep going

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Some students, by habit or necessity, will gravitate back towards mental acrobatics.

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We do not insist that they understand every detail before moving on. Instead, we help them build a working "vocabulary" of ideas they understand well enough for mathematics to remain a coherent story.

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Growing into the kind of student who can be confident in math

We curate problems that students can solve by creatively using what they already know. When they get stuck, we negotiate how much help to give and strategise with them about what to try next.

 

When learning a new topic, we also explore how its anchor problems can be worked out from first principles using ideas from previous topics. 

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Confidence in math
Confidence in math


Customised curriculum for individual progress

We allow students to accelerate when they are ready, and slow down when something underneath needs strengthening. Whether accelerating or catching up, our approach is the same: start with the simplest idea the student does not yet know.

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Common sense approach in learning math


School curriculum support

Enrichment is not always the immediate priority.

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When schoolwork requires more attention, we may temporarily put broader exploration aside to catch up, strengthen foundations and address gaps.

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Problem-solving and Math Olympiad

​​How do people who are naturally strong at problem-solving approach unfamiliar problems? Our benchmark is whether, over time, our students' approaches become less distinguishable from those of naturally strong problem-solvers.

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Imitation Game


We use Math Olympiad problems as a training ground for this.

For our purposes, competency at around the lower-secondary competition level is often enough to support future curiosity, goals and academic demands.​​

© 2026 by School Of Mathcraft. All rights reserved.

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