Dean Park's tutors include a seasoned high school Maths and Science teacher with over 15 years' classroom experience, an ATAR 98.70 All-Rounder and peer mentor, university Dux and Olympiad awardees, selective school graduates, accomplished K–12 tutors, youth leaders, and subject specialists who've won distinctions in maths competitions, academic excellence awards, and science challenges.
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Reach goals and improve grades faster with private, 1-to-1 lessons.
High school or primary, you'll get a tutor that fits your needs.
Our tutors show WHAT to study + HOW to study
You'll get feedback on each lesson, so you know how your child gets on.
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Standard We're very happy with Kritika. Ella has taken to her easily and is really enjoying the work. I'm feeling very optimistic.Trish, Quakers Hill
Year 4 student Ava practised subtracting four-digit numbers and reviewed strategies for tackling five-digit numbers.
In Year 8, Josh worked on algebra skills by solving equations involving fractions and identifying the point of intersection between lines.
Meanwhile, Year 11 student Sarah focused on advanced trigonometry, applying the sine rule to find unknown angles and using the cosine rule to calculate triangle side lengths in non-right-angled scenarios.
A Year 8 student often rushed through multi-step problems in fractions, leading to missed working and confusion when reviewing errors—one tutor noted, "his homework was quite challenging to read," as cramped layout made mistakes hard to spot.
In Year 10 algebra, a student hesitated to write out steps due to uncertainty, so sign errors slipped past unnoticed.
Another (Year 7) struggled to keep work organized; forgotten or misplaced homework meant time was lost searching for notes instead of practicing new material.
When a Year 11 attempted trigonometry questions, skipping calculator checks led to repeated angle mix-ups and incomplete answers.
One Dean Park tutor noticed a real shift with Nick, a high school student who previously needed frequent help on algebraic fractions—he simplified complex expressions and solved equations almost independently. James, another high schooler, had been hesitant about simultaneous equations but now confidently eliminates variables and substitutes to find solutions on his own.
Meanwhile, Aaron in primary has started tackling division algorithms without reminders; he now volunteers strategies for practical word problems and checks his answers before moving on.
