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What do I enjoy most about tutoring? 😁
I enjoy seeing students gain confidence as they begin to understand concepts they once found difficult. It's rewarding to break down complex ideas into simple steps and watch that click moment happen. I also value building a supportive relationship where students feel comfortable asking questions and improving over time.My Strengths as Tutor 💪
My main strengths are clear communication, patience, and adaptability. I can explain concepts in different ways depending on how a student learns best. I stay organised and structured in my approach, while also being encouraging and approachable so students feel motivated and engaged.Most important things I can do for a student 🏅
A tutor should build both understanding and confidence. This means tailoring lessons to the student's needs, reinforcing core concepts, and creating a positive environment where mistakes are part of learning. Consistency, clear explanations, and ongoing feedback are key to helping students improve and become more independent learners.Subjects Tutored 🎓
Exam Prep 📝
- Naplan tutoring
- HSC tutoring
Tutoring students in 👦 👧
- year 3
- year 4
- year 5
- year 6
- year 7
- year 8
- year 9
- year 10
- year 11
- year 12
Recent Tutoring Comments:
Application of domain and range, visualisation of circles and semi-circles on a cartesian plain, solving for asymptotes, understanding of point of inflection, ...
Application of domain and range, visualisation of circles and semi-circles on a cartesian plain, solving for asymptotes, understanding of point of inflection, translation of cubic curves
Use of compass when sketching circles, remembering to label intercepts for hyperbolic functions, rewriting hyperbolic functions into y=a/x form.
Understanding of features of a parabola e.g. concavity, maximum and minimum turning points
Understanding of features of a parabola e.g. concavity, maximum and minimum turning points
Visualising how a curve looks, remembering important points of a curve when labeling
Application of concepts once understood, steps to solve simultaneous equations
Application of concepts once understood, steps to solve simultaneous equations
Understanding of the difference between rational, real, natural numbers etc.
Understanding of content and application into questions.
Understanding of content and application into questions.
Minimising the silly mistake where square rooting a term provides 2 solutions instead of 1.