Year 7 student Tom reviewed algebraic expressions and practiced solving simultaneous equations using substitution.

Year 9 student Olivia focused on trigonometry concepts, including the application of sine, cosine, and tangent to solve right-angled triangle problems, as well as interpreting angles of elevation and depression with diagrams.

Meanwhile, Year 11 student Sarah worked through differentiation by first principles and explored exponential functions, including how to graph their derivatives.

In Year 8, a student often skipped assigned textbook questions in favour of PowerPoint examples; as one tutor noted, "she got very confused in the test," suggesting missed practice led to gaps under exam conditions.

For a Year 11 student tackling trigonometric functions, working was sometimes too brief and lacked detail required by examiners—this meant partial marks were lost even when concepts were understood.

Meanwhile, in Year 4 maths, there was hesitancy to attempt written explanations: "she had to go back" when faced with unfamiliar formats, showing reliance on memorised rules rather than reasoning through new problems.

One Canterbury tutor noted a big shift in a Year 10 student who, after struggling to interpret exam questions, now asks clarifying questions before diving in and is making fewer avoidable errors as a result.

In a recent high school session, another student who used to rush through probability problems without checking their work began taking time to draw out tree diagrams and self-corrected mistakes that had tripped them up previously.

Meanwhile, a Year 6 learner who once hesitated to speak up about tricky fractions now volunteers strategies for simplifying answers during lessons and even suggested extra practice topics for next week.