Tutors in Mernda include a former school teacher with years of primary experience, an ATAR 95.10 graduate and house captain, a university medalist and peer mentor, multiple competition-recognised maths students, experienced Year 10–12 tutors, youth leaders, community volunteers, swim instructors, and academic award recipients—all passionate about guiding K–12 learners to success.
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Standard It was great! My daughter loved the teacher and she was so understanding. The process is simple and clear. Hope this would help my daughter to improve her math skills as she is currently struggling.Nil, Mernda
Year 8 student Aaliyah practised drawing histograms and stem-and-leaf plots to interpret statistical data, and also worked through simultaneous equations by graphing and identifying the number of solutions.
For Year 10, Noah focused on quadratic factorisation including taking out common factors and using the difference of perfect squares, then moved on to rewriting quadratics in turning point form to identify key features like axis of symmetry.
Meanwhile, Year 5 student Emily revised measurement skills such as calculating perimeter and area with worded problems, then looked ahead at measuring more complex shapes.
A Year 7 student was frequently caught out by basic arithmetic—particularly with negative numbers—because written working was skipped. As one tutor noted, "he tried to do it all in his head, which led to missed signs and confusion."
In Year 10 algebra revision, a reluctance to tackle harder textbook problems meant practice focused mostly on familiar question types; this limited exposure left the student unprepared for unfamiliar exam scenarios.
A senior (Year 11) student preparing for tests left several assigned homework tasks incomplete, resulting in last-minute cramming rather than consistent consolidation across weeks.
A Mernda tutor recently saw a Year 10 student move from needing step-by-step help with quadratic factorisation to independently breaking down and solving the more complex questions—something she'd found overwhelming before.
In another session, a Year 11 student who had previously hesitated to attempt extension problems in trigonometry started choosing challenging questions on her own, using the unit circle without prompting.
Meanwhile, a Year 5 student who often guessed at answers began showing her work for each fraction problem and started double-checking her results before moving on.
