Blair Athol's tutors include a former head of mathematics with over a decade teaching Years 6–12, a Bachelor of Primary Education (Honours) graduate and peer mentor, an ATAR 97+ achiever with subject dux awards, experienced camp facilitators and youth leaders, Kumon and private maths specialists, and educators with postgraduate science and social work credentials.
Seasoned 
Standard 
Veteran 
Outstanding My daughter has constantly struggled with maths and has had 2 Ezymaths tutors. Both have been fantastic in helping to teach her the fundamentals and to build her self confidence in maths, which given how terrible I was with maths was impossible to do myself. I think I just made things worse. I would certainly recommend Ezymath tutors to anyone. Well worth the investment. Regards TrentTrent Foley
Year 10 student James revised for an upcoming **differential calculus test** by drawing sign diagrams for derivatives and finding equations of tangents to curves at given points.
A Year 12 student worked through the **chain rule and product rule in differentiation**, tackling a variety of exam-style questions to solidify understanding.
Meanwhile, Year 8 student Alex practised solving linear equations and graphing straight lines, focusing on interpreting **slope and y-intercept** from both algebraic forms and graphs.
A Year 12 student struggled with test timing—"if he masters this at the start of year 12, he will be ahead," noted a tutor after observing rushed solutions in calculus.
In Year 10, one student's working was crowded and hard to track; errors became harder to spot without clearer spacing between steps.
A Year 8 learner found it difficult to recall earlier algebra lessons, needing frequent review of summary sheets.
Another senior needed help "remembering trigonometric identities" but hesitated to label diagrams, which slowed progress on non-calculator tasks and left them searching for connections mid-question.
One Blair Athol tutor noticed a Year 11 student who previously hesitated to show working now lays out each step clearly, which helps him spot and fix mistakes himself.
A Year 8 learner, after struggling with fractions, can now confidently find lowest common multiples and perform operations with different denominators without pausing for help.
Meanwhile, a primary student who used to guess when asked about prime numbers is now using continuous division accurately to identify primes and explain her reasoning out loud. Last session, she distinguished between three tricky numbers in a row using this method.
