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What do I enjoy most about tutoring? 😁
One of the aspects I find most rewarding about tutoring is the chance to establish a personal connection with students. Having navigated similar academic challenges myself, I appreciate the opportunity to recognise and adapt to their individual learning styles. Tailoring my tutoring approach to suit their specific needs is something I genuinely enjoy. The satisfaction of witnessing their progress and success adds a meaningful dimension to the tutoring experience for me.My Strengths as Tutor 💪
Having experienced a variety of tutors, I've gained insights into effective and ineffective teaching methods for various concepts. This exposure has equipped me with a nuanced understanding of what works best for comprehending challenging mathematical ideas. Having been in the students' shoes, I empathise with the difficulties they may face and, as a result, possess the patience and adaptability needed to modify my teaching approach for enhanced understanding.Most important things I can do for a student 🏅
Be able to develop a friendly yet professional rapport with their student that effectively creates a comfortable environment for the student to ensure that they maintain focus in the classroom and are able to communicate their concerns to the tutor.
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Subjects Tutored 🎓
Exam Prep 📝
- Naplan tutoring
- HSC tutoring
Tutoring students in 👦 👧
- grade 7
- grade 8
- grade 9
- grade 10
- grade 11
- grade 12
Recent Tutoring Comments:
understood the polynomials content quite quickly and was able to do polynomial division + apply factor theorem. Also was able to do the integration with more speed ...
understood the polynomials content quite quickly and was able to do polynomial division + apply factor theorem. Also was able to do the integration with more speed and became more familiar with what strategies to apply when integrating functions.
Should become more familiar with how to graph functions and how to apply this skill to solve problems from other topics. For example, graphing is quite a vital skill to have when integrating, finding roots to complex polynomials and knowing where to restrict your domain for finding the inverse of a function. Overall doing well and slowly improving in this aspect.
Had significant improvement with the trig application questions, was able to graph them properly and adjust it according to its domain.
Had significant improvement with the trig application questions, was able to graph them properly and adjust it according to its domain.
Requires more practise with integration. since integration is mainly repetition and pattern recognition, my main advice for her would be to open up a textbook and attempt some integrals, or go through past trial papers.
Was able to understand the concept, as well as how to find multiple solutions to the same equation for a given domain.
Was able to understand the concept, as well as how to find multiple solutions to the same equation for a given domain.
more practice on how to sketch trig functions and should start trial paper questions in order to be exposed to a diversity of question types, will effectively improve her creativity when approaching math questions.
Has a good grasp on the fundamentals of calculus, and what each derivate means, as well as how to do the band 2-5 type questions.
Has a good grasp on the fundamentals of calculus, and what each derivate means, as well as how to do the band 2-5 type questions.
do more practise on past paper questions or harder trial questions, more exposure to harder question types will automatically improve your creativity and expand knowledge on other potentially related topics (including circle geometry, similair/congruent triangles etc)