This tutor has honed his teaching skills through hands-on experience as an Assistant Taekwondo Instructor. He led small groups of children aged 4 to 12, developing their physical abilities and technical movements. His role required setting up equipment, ensuring safety, and maintaining a fun yet disciplined environment. This background in instructing young learners ensures he is well-prepared to engage students effectively in both Maths and English tutoring sessions.
Having completed his education at The University High School, this tutor excelled in several subjects including Mathematical Methods and English Language. Notably, he was awarded Dux of Geography for achieving the highest academic performance among his peers. His strong academic foundation makes him well-equipped to help students grasp complex concepts in Maths and English.
Outside the classroom, this tutor enjoys drawing and hiking—activities that have cultivated his attention to detail, patience, teamwork skills, and resilience. These hobbies reflect a well-rounded individual who can bring creativity into tutoring sessions while maintaining a patient and encouraging approach. Parents can trust that he will build rapport with students and create a supportive learning environment tailored to their needs.
Recent Tutoring Comments:
Riley has a strong understanding of the steps needed to factorise linear equations (listing all common factors, choosing the biggest, etc).
Riley has a strong understanding of the steps needed to factorise linear equations (listing all common factors, choosing the biggest, etc).
We need to further practice applying the skills from linear factoring, to quadratic factoring. Furthermore, Riley might not fully understand the concept of 'bringing out' a value from within a factored bracket to the 'outside' (dividing terms on the inside of the brackets by the common factor).
Amelie is confident in the fundamental syntax of pseudocode.
Amelie is confident in the fundamental syntax of pseudocode.
Being able to communicate what needs to be done in an algorithm in english words to herself could be improved. This is because it can be a useful first step before writing an algorithm in Pseudocode.
Amelie understands the process of proof by induction very well.
Amelie understands the process of proof by induction very well.
Amelie just needs to be exposed to more situations of proofs through practice. As the tutor, I can be more prepared coming to the sessions with a greater variety of practice questions.
Amelie picked up how to define arbitrary variables to use in proofs very quickly.
Amelie picked up how to define arbitrary variables to use in proofs very quickly.
Proofs sometimes need some creative insight, through practice and being exposed to different mathematical statements, Amelie can get better at realising what needs to be done to prove a mathematical statement. Currently, this should be worked on.