Eschol Park's tutors feature a UK-qualified Humanities teacher with eight years' experience, a seasoned private tutor and youth mentor, an ATAR 96.60 achiever who topped mathematics and earned national distinctions, peer mentors with maths competition honors, a Medical Science graduate, and language specialists invited to the Golden Key Honours Society for academic excellence.
Seasoned 
Standard The process was easy and the staff were extremely helpful. My son who had always performed well in Mathematics had lost a little confidence recently. He was matched with a Tutor who has helped him regain his confidence.Julieanne, Eschol Park
Year 4 student worked on addition and subtraction, as well as multiplication, division, and introductory inequalities and fractions.
For Year 8, Trisha focused on trigonometry—finding unknown lengths using extrapolation—and applied algebraic techniques alongside trigonometric ratios.
Meanwhile, Year 10 student Daniel tackled linear relationships by finding equations of parallel and perpendicular lines, working through gradients and y-intercepts using graph-based problems.
A Year 10 student in mathematics repeatedly confused the gradient and y-intercept when working with linear equations, especially under time pressure. As noted, "he applied the y point of the graph to the y-intercept mistakenly a couple of times," which slowed progress on subsequent graphing tasks.
In Year 12 advanced maths, over-reliance on calculators led to errors when substituting values into the quadratic formula—correct logic was shown on paper but mistakes crept in during calculator input.
Meanwhile, a Year 4 learner hesitated to show full working for complex addition, sometimes guessing answers instead of using taught strategies; this habit made it hard to pinpoint where understanding broke down during review.
One Eschol Park tutor recently noticed a Year 9 student who had previously hesitated to explain his reasoning now confidently talks through geometry problems out loud, making his thinking clear step by step.
A high schooler in Year 11, after struggling with applying trigonometric ratios, can now independently find unknown sides and angles in right-angled triangles using both calculator functions and written methods.
Meanwhile, a younger student who often waited for hints during addition challenges is now explaining her thought process without prompting and working through two- and three-digit jumbled sums on her own before asking for feedback.
