Year 8 student Cailyn worked on simplifying algebraic expressions with positive indices and practiced two-step equations, focusing on changing the subject of a formula.

Year 10 student Daniel reviewed financial mathematics concepts like simple interest and tax brackets, then applied trigonometry using SOHCAHTOA to solve right-angled triangle problems.

Meanwhile, Year 12 student Nicholas focused on network concepts such as critical paths and also revised non-right angled trigonometry, using past HSC questions for practice.

Across Years 7–12, process challenges are often linked to written working and recall.

For example, in Year 10 algebra, a student "skipped showing steps in equations," making it harder to spot sign errors—this meant time was lost correcting avoidable mistakes instead of learning new methods.

In Year 11 trigonometry, one student struggled with recalling which function (sin/cos/tan) to use and hesitated to label triangle sides on paper, as noted: "She faces difficulty identifying which sides of a right angle triangle are given."

Meanwhile, several students in upper primary repeatedly avoided writing out timestables or formulas, leading to slower problem-solving during tests.

A tutor in Dapto noticed one high school student who, after previously doubting her algebra skills whenever letters appeared, now confidently expands terms and works through equations independently.

Another older student, who once hesitated to tackle HSC-level network concepts, recently worked hard on practice questions and now chooses more challenging problems without prompting.

In a primary session, Ariana started using new multiplication tricks she'd struggled with before; she now remembers them during timed activities and asks for extra flashcards to keep practising.

Last week, Joel completed his statistics homework using the elimination method with almost no help.