Tutors in Marshall include a VCE dux and University of Melbourne scholar, a university peer mentor and biomedical science PASS leader, a seasoned K–12 maths teacher with graduate qualifications, professional engineers with classroom experience, experienced private and group tutors for all ages, an IELTS instructor (8.0), and several high-achieving STEM graduates and competition participants.
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We are delighted with Rui. Cillian is getting a lot out of the tutoring and Rui has been on the ball with all his observations. So far so good.Martina
Year 6 student Jasmine practised **Pythagoras' Theorem** and tackled unit conversions, building on her early work with right-angled triangles.
In Year 10, Ben revised the laws of indices and logarithms—including **graphing log functions as inverses**—before moving onto anti-differentiation basics like finding area under a curve using integration.
For VCE Methods, Year 12 student Zoe focused on calculus applications by solving **exam-style problems involving the chain rule, product rule, and finding equations of tangents to curves**.
In senior Maths, a Year 12 student often hesitated despite knowing the method, second-guessing herself during complex calculus and logarithm problems; as one tutor noted, "she usually knows exactly what to do, but worries about getting it right." This led to slower progress on integration tasks and less willingness to attempt challenging graphing questions.
Meanwhile, in Year 9, forgetting to bring essential materials like calculators or textbooks limited opportunities for direct feedback and hindered revision routines.
In English for Year 8, slow note-taking made it difficult to keep up with class content, leaving gaps when reviewing structure later at home.
One Marshall tutor noted a big shift for a Year 11 student who used to hesitate with trigonometric identities but now methodically eliminates incorrect answers in multiple-choice and confidently uses her calculator for complex questions.
Another high schooler has started identifying key elements independently in exam-style calculus problems, using past questions to guide her approach—something she avoided before.
Meanwhile, a younger student who once second-guessed herself now volunteers to tackle harder fraction addition tasks first and completes them without waiting for hints. Last week, she finished an entire set of mixed-number problems on her own.
