James

About me:

I’m a specialist A-Level Maths and Further Maths tutor with over 3000 hours of 1:1 experience, and a First Class degree in Physics from Imperial College London. I’m also a qualified teacher (PGCE, Distinction), giving me both deep subject knowledge and a strong understanding of how students learn. 𝘔;𝘺; 𝘢;𝘱;𝘱;𝘳;𝘰;𝘢;𝘤;𝘩; 𝘪;𝘴; 𝘤;𝘢;𝘭;𝘮;, 𝘴;𝘵;𝘳;𝘶;𝘤;𝘵;𝘶;𝘳;𝘦;𝘥;, 𝘢;𝘯;𝘥; 𝘧;𝘰;𝘤;𝘶;𝘴;𝘦;𝘥; 𝘰;𝘯; 𝘣;𝘶;𝘪;𝘭;𝘥;𝘪;𝘯;𝘨; 𝘨;𝘦;𝘯;𝘶;𝘪;𝘯;𝘦; 𝘶;𝘯;𝘥;𝘦;𝘳;𝘴;𝘵;𝘢;𝘯;𝘥;𝘪;𝘯;𝘨;.

I prioritise early success for students to build confidence, then guide them towards independent problem-solving so they can handle unfamiliar exam questions with clarity. I’ve worked with a wide range of students — from those aiming to boost their grade to those targeting A* and top university places — and I adapt my teaching style to suit each individual.

Qualifications:

MSci | Physics with Theoretical Physics | First Class 81% PGCE | Secondary Education Mathematics | Distinction A-level | Maths, Further Maths, Physics, Chemistry and Biology | A*A*A*A*a

Availability: Sunday-Friday, 10am-8pm

Willing to travel: 50 miles

Experience: I have over 3000 hours of 1:1 online tutoring experience in A-Level Maths and Further Maths across all major UK exam boards. My students consistently achieve strong results, including A*s in A-Level Maths and Further Maths. I have supported students in improving by multiple grade boundaries within 6–12 months, as well as helping high-achieving students secure places at top universities.

Alongside tutoring, I completed a PGCE in Secondary Mathematics (Distinction), where I taught across KS3–KS5 and developed structured, adaptive teaching methods that I now apply in my 1:1 sessions. I have also been the lead further maths teacher in a London sixth form.

I have experience teaching mathematical programming concepts (e.g. Python, C/C++, modelling, numerical methods), which I use where helpful to deepen understanding. My lessons are highly personalised, with a focus on:

• building confidence early
• developing clear, repeatable methods and modes of inquiry for handling unfamiliar problems
• preparing students for the most challenging A-Level exam questions

When a topic is new, I explain and demonstrate key ideas clearly and step-by-step. However, I quickly move students into active problem-solving, as this is the only way to build genuine understanding. 𝘚;𝘪;𝘮;𝘱;𝘭;𝘺; 𝘸;𝘢;𝘵;𝘤;𝘩;𝘪;𝘯;𝘨; 𝘢; 𝘴;𝘰;𝘭;𝘶;𝘵;𝘪;𝘰;𝘯; 𝘪;𝘴;𝘯;’𝘵; 𝘦;𝘯;𝘰;𝘶;𝘨;𝘩; — 𝘴;𝘵;𝘶;𝘥;𝘦;𝘯;𝘵;𝘴; 𝘯;𝘦;𝘦;𝘥; 𝘵;𝘰; 𝘦;𝘯;𝘨;𝘢;𝘨;𝘦; 𝘸;𝘪;𝘵;𝘩; 𝘵;𝘩;𝘦; 𝘮;𝘢;𝘵;𝘩;𝘴; 𝘵;𝘩;𝘦;𝘮;𝘴;𝘦;𝘭;𝘷;𝘦;𝘴;.

𝐈; 𝐚;𝐥;𝐬;𝐨; 𝐩;𝐥;𝐚;𝐜;𝐞; 𝐚; 𝐬;𝐭;𝐫;𝐨;𝐧;𝐠; 𝐞;𝐦;𝐩;𝐡;𝐚;𝐬;𝐢;𝐬; 𝐨;𝐧; 𝐜;𝐡;𝐞;𝐜;𝐤;𝐢;𝐧;𝐠; 𝐚;𝐧;𝐝; 𝐯;𝐞;𝐫;𝐢;𝐟;𝐢;𝐜;𝐚;𝐭;𝐢;𝐨;𝐧;. Maths is unique in that we can often confirm to ourselves whether a solution is correct; I teach students to do this consistently. By building checking into the problem-solving process, students become more accurate, more confident, and less reliant on external reassurance.

Throughout lessons, I aim to create a calm, supportive environment where students feel comfortable thinking deeply, making mistakes, and improving. Over time, this leads to greater independence and stronger long-term results.

DBS Check: Yes