STEM-TutorLearn • Practice • ExcelBook Free DemoFree demo

A level tuition · online only, live 1-on-1

A level Maths and Physics tuition, live 1-on-1 online

Cambridge International and Edexcel International A level, AS and A2, taught 1-on-1.

  • ₹2,500 an hour
  • Live 1-on-1 online
  • Free demo class
  • Flexible class times

No WhatsApp on this device? Message us at +91 9586753377

What A level Maths and Physics tuition with us looks like

For families comparing tuition: exactly what you get, and what it costs.

One student, one tutor

Every class is live 1-on-1 on video, so the whole hour goes on your questions and the topics you find hard.

Recorded to rewatch

Sessions are recorded, so you can go back over a method before a test.

Fits around school

We follow your syllabus and work with what school is doing: the current topic, your tests and your past papers.

Simple cost

₹2,500 an hour. The first demo class is free. You pay by bank transfer, with nothing to sign.

What we cover

A level Maths and Physics, taught 1-on-1 at your pace.

Pure

  • Pure Mathematics 1, 2 and 3
  • Algebra, functions and trigonometry
  • Calculus and vectors
  • Complex numbers (P3)

A level

  • Circular motion and oscillations
  • Gravitational, electric and magnetic fields
  • Thermal and nuclear physics
  • Practical papers 3 and 5

Free A level review

Send us a recent test, a past paper or the topics you find hardest on WhatsApp. In your free demo class we go through the questions where you lost marks, show you why, and give you a plan to your exams.

Cambridge 9709 and 9702 · Edexcel International A level

Your exam board's papers

We follow your syllabus exactly. Checked against Cambridge and Pearson in October 2026.

Cambridge International AS and A Level Mathematics (9709)

  • Paper 1: Pure Mathematics 1 1 hour 50 minutes, 75 marks
  • Paper 3: Pure Mathematics 3 1 hour 50 minutes, 75 marks
  • Paper 4: Mechanics 1 hour 15 minutes, 50 marks
  • Paper 5: Probability and Statistics 1 1 hour 15 minutes, 50 marks
  • Paper 6: Probability and Statistics 2 1 hour 15 minutes, 50 marks

The full A level is Papers 1 and 3 with two applied papers. Tell us your route and we teach exactly those papers.

Cambridge International AS and A Level Physics (9702)

  • Paper 1: Multiple choice AS, 40 questions
  • Paper 2: AS structured questions AS
  • Paper 3: Advanced practical skills AS
  • Paper 4: A level structured questions A level
  • Paper 5: Planning, analysis and evaluation A level

Papers 3 and 5 are about practical skills on paper, which many students leave too late. We practise them from the start.

On Edexcel International A level? We teach it too. Tell us your board in your first message.

How we plan your A levels

Adapted to your free review: we spend the time where your marks are.

  1. DiagnoseYour free paper review: which marks went on physics, which on maths, and which on reading the question.
  2. Year 1 foundationsMechanics, materials, waves and electricity, with the maths behind them: rearranging, units, vectors and graphs.
  3. Year 2 topicsCircular motion, oscillations, gravitational, electric and magnetic fields, capacitors, thermal and nuclear physics.
  4. Practical skillsUncertainties, graphs, and the practical questions in the written papers, matched to your board's practicals.
  5. Exam papersTimed past papers, marked against the official mark scheme, with an error log of every lost mark.

Try one A level Maths and one A level Physics question

Original questions at A level standard. Give yourself three minutes each, then open the solution.

Pure

The curve y = x3 − 6x2 + 9x + 1 has two stationary points. What are the coordinates of the local maximum?

  1. (1, 5)
  2. (3, 1)
  3. (−1, −15)
  4. (3, 5)
Show the worked solution
  1. Differentiate: dy/dx = 3x2 − 12x + 9 = 3(x − 1)(x − 3), so the stationary points are at x = 1 and x = 3.
  2. Second derivative: d2y/dx2 = 6x − 12. At x = 1 it is −6, which is negative, so x = 1 is a maximum.
  3. y = 1 − 6 + 9 + 1 = 5.
  4. Answer: A, (1, 5). (3, 1) is the local minimum.

Electricity

A battery of e.m.f. 12 V and internal resistance 0.50 Ω is connected to a 5.5 Ω resistor. What is the terminal potential difference?

  1. 1.0 V
  2. 11 V
  3. 12 V
  4. 13 V
Show the worked solution
  1. Total resistance = 5.5 + 0.50 = 6.0 Ω, so the current is I = 12/6.0 = 2.0 A.
  2. The “lost volts” across the internal resistance are Ir = 2.0 × 0.50 = 1.0 V.
  3. Terminal p.d. = ε − Ir = 12 − 1.0 = 11 V.
  4. Answer: B. Option A is the lost volts, not the terminal p.d.

How it works

From first message to first class in three steps.

  1. Message us on WhatsAppTell us the course, your board or level, and what you find hard.
  2. Take a free demo classMeet your tutor live, 1-on-1, at a time that suits you.
  3. Learn at ₹2,500 an hourBook regular 1-on-1 classes at a time agreed with your family.

Your tutors

Founder-led and teaching online from India, with students in India, the US, the UK, Singapore, Dubai, Taiwan and Africa.

Ashraf Bhura

Ashraf Bhura

Co-Founder · Physics, Maths and Programming

4+ years teaching. Software engineer and physics and programming competition coach.

LinkedIn profile

Fatema Bhatt

Fatema Bhatt

Founder and Lead Instructor

4+ years teaching. Coach for TMUA, STEP and MAT.

LinkedIn profile

What families say

“Ashraf is an amazing physics teacher. He’s super patient, extremely mature and can motivate teenage students. He strikes the right balance that allows students to thrive. I highly recommend him to anyone looking for a sincere teacher who is passionate about teaching.”
Ishita Sharma, parent · Physics
“Mr. Ashraf is a highly dedicated educator. Through patient guidance and deep subject knowledge he helped my son strengthen his mathematical foundation and develop genuine confidence. Under his mentorship he excelled in mathematics competitions.”
Tanvi Banerjee, parent · Mathematics

Questions

Which A level subjects do you teach?

Maths, Further Maths and Physics, for Cambridge International (9709, 9231 and 9702) and Pearson Edexcel International A level.

How much does it cost?

₹2,500 an hour for a live 1-on-1 online class. Your first demo class is free, with nothing to pay and nothing to sign.

When are classes?

Class times are flexible. We agree a regular time with your family after the free demo, in Indian time, around school and coaching.

Is this a batch or 1-on-1?

Always 1-on-1. One student and one tutor, live on video. We do not run batches or group classes.

Do you come home to teach?

No. Every class is live online, so it works the same wherever you live in India.

Where are your tutors based?

In India. We teach online, with students in India, the US, the UK, Singapore, Dubai, Taiwan and Africa.

How do I pay?

By bank transfer to our Indian bank account. We send the details on WhatsApp.

Can you guarantee a grade?

No one honestly can. Results vary by student. What we can promise is patient, focused 1-on-1 help on exactly the topics you find hard.

How do I start?

Message us on WhatsApp with the course, your board or level, and what you find hard. We will set up a free demo class.

Start with a free demo class

₹2,500 an hour after that, live 1-on-1 online, at a time agreed with your family.

Or message us on WhatsApp at +91 9586753377

Free demo on WhatsApp