Verified Tutor
What do I enjoy most about tutoring? 😁
What I enjoy most about tutoring is helping students develop a clearer and more confident understanding of Mathematics. I find it rewarding to break down difficult concepts into simple, logical steps and see the moment when things start to make sense for them. I also enjoy sharing my problem-solving skills and teaching students how to approach challenges systematically, which not only improves their results but gives them lasting confidence in their own abilities.My Strengths as Tutor 💪
My key strengths as a tutor include my ability to break down complex mathematical concepts into simple, first-principle explanations that students can easily understand. I have a strong command of Mathematics across algebra, functions, calculus, and problem-solving, which allows me to guide students with accuracy and confidence. I also draw on my experience navigating tough exam situations, helping students develop effective strategies, stay calm under pressure, and approach challenging questions with a structured, logical mindset.Most important things I can do for a student 🏅
The most important contribution a tutor can do for a student is to be able to build confidence in the subject area and help improve knowledge/ results gradually over the course.Tutoring students in 👦 👧
- year 7
- year 8
- year 9
- year 10
- year 11
- year 12
About Jayashanka
Experienced Maths Mentor with a Clear, Logical Style
Jayashanka is an analytical maths tutor who specialises in helping primary and high school students build strong foundations in algebra, functions, calculus, trigonometry, probability and statistics. With many years of mentoring and coaching experience, he is skilled at breaking complex ideas into simple, logical steps that make sense to young learners. This tutor focuses on developing both understanding and accuracy, guiding students through worked examples, checking their solutions carefully, and showing them exactly how to improve from one lesson to the next.
Proven One-to-One Support from Homework to Exam Prep
As a private maths tutor, he has supported secondary students in core subjects such as Mathematical Methods, Further Mathematics and foundational maths. Sessions typically include reviewing classwork, correcting homework, and tackling targeted exam-style questions, so students feel prepared rather than overwhelmed. He gives detailed feedback on working, not just final answers, and helps students create effective study habits. Parents value his reliability, consistent weekly preparation, and the way he maintains long-term tutoring relationships that see students grow in both skills and confidence.
Patient Communicator Who Connects with Diverse Learners
Drawing on extensive experience mentoring graduates and interns, this tutor is highly adaptable to different learning speeds, personalities and cultural backgrounds. He regularly leads training-style sessions where he encourages questions and builds students’ confidence to “think out loud”. Bilingual in English and Sinhalese, he is particularly good at supporting students who may be learning in a second language. His step-by-step, calm approach helps anxious learners feel safe to make mistakes, learn from them, and gradually develop a more positive attitude towards maths.
Recent Tutoring Comments:
Explanations on steps and approach to problem solving. i.e. how best to use substitution of variables
Explanations on steps and approach to problem solving. i.e. how best to use substitution of variables
Do more questions from past exams
Explanations on linear models, Interpolation and Extrapolation
Explanations on linear models, Interpolation and Extrapolation
Complete the CH7 exercises and sample questions
Explanations of fundamentals of integrals using separation of variables, Volume of rotations and area of rotations
Explanations of fundamentals of integrals using separation of variables, Volume of rotations and area of rotations
Practice questions and practice routines (i.e. write down the inputs, readout the logics and recheck your answers)
Defining the problem when working with worded problems
Defining the problem when working with worded problems
Practice different types of differential equations for more practice. Develop better understanding n problem solving without relying on CAS