Year 7 student Emma practised dividing polynomial expressions by linear terms and solved cubic equations, working step-by-step through factorisation.

For Year 10, Lucas revised completing the square to solve quadratic equations and reviewed probability questions from a recent assessment for consolidation.

Meanwhile, Year 6 student Zoe focused on addition and subtraction of decimals, along with tackling angle questions drawn from a past test paper.

A Year 9 student in algebra repeatedly relied on her calculator for basic division, even "for simpler problems," which signaled shaky foundational skills and a lack of confidence—this meant less time spent actually practicing and understanding the steps.

Meanwhile, a Year 11 learner failed to communicate upcoming assessments or gaps in topics like Cartesian planes, making it harder to target revision and leaving test preparation incomplete.

In upper primary, messy working during fractions and decimal addition made error tracing tough, especially when mistakes with negatives or arithmetic cropped up.

In one session, forgetting the maths book at school blocked review of two-way tables entirely.

A tutor in Anketell noticed a Year 11 student who previously struggled with identifying when quadratics have no real solutions is now confidently spotting these cases and correcting past assessment mistakes.

Another high schooler recently surprised her tutor by independently applying long division techniques to polynomial functions—something she had hesitated to try before.

In primary, Bella, who used to get stuck on long division, kept working through tricky problems even after getting confused at first, showing more perseverance and gradually solving them on her own by the end of the session.