A wonderful world of Physics and Mathematics where Fun comes knowing the mystery of Nature!

From 34 £ /h

Physics and Mathematics are two amazing subjects that completely deal with Nature! I don't prefer to make these two subjects seem boring and monotonous to the students. You will understand the deeper beauty of Nature along with these subjects and I promise you that! I enjoy teaching these two subjects to any age. So if anyone of you wants to get the true flavor of these two subjects and wants to learn from the basics to a very advanced level, you are at the right place. Let's get the fun out of it!

Extra information

Just be yourself!

Location

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At student's location :

Around Jesenice, Czech Republic

About Me

I specialize in teaching mathematics from advanced school level to university level, with a particular focus on bridging the gap between computational and proof‐based mathematics. My own background—advanced studies and research at the Indian Institute of Science (IISc), Bengaluru, research in theoretical physics at Charles University, Prague, and an MSc in Physics and Mathematics from the University of Surrey, London—allows me to help students not only solve problems but also understand the underlying mathematical ideas and develop rigorous analytical thinking.

My teaching approach emphasizes conceptual understanding, logical reasoning, and structured problem‐solving. Whether a student is preparing for school examinations, university coursework, competitive entrance examinations, or higher studies in mathematics, I adapt my teaching to their individual goals and learning style. I am particularly passionate about helping students transition from computational mathematics to proof‐based mathematics, where they learn how mathematicians think, construct arguments, and understand abstract concepts with confidence.

Education

Advanced Studies and Research in Mathematics
Indian Institute of Science (IISc), Bengaluru, India
Focus: Geometric Analysis, PDEs, Regularity Theory

Research in Theoretical Physics
Charles University (Univerzita Karlova), Prague, Czech Republic
Completed research in theoretical physics

MSc in Physics and Mathematics
University of Surrey, London, United Kingdom

Experience / Qualifications

10+ years of teaching experience globally, working with students from a variety of educational systems including A‐Level, IGCSE, IB, AP, CBSE, ICSE, and undergraduate mathematics programs.

Areas of expertise:

High‐School Mathematics

Pre‐college level Mathematics, all topics

Calculus (Single Variable and Multivariable, AP‐Calc‐AB/BC, Pre‐Calc)

Linear Algebra

Real Analysis

Differential Equations (ODE/PDE)

Mathematical Methods for Physics and Engineering

Differential Geometry (introductory and advanced topics / smooth manifolds / Riemannian Geometry)

Foundations of Partial Differential Equations

Proof Writing and Mathematical Reasoning

Skilled at adapting teaching to individual goals, whether for school examinations, university coursework, competitive entrance exams, or higher studies in mathematics.

Age

Children (7-12 years old)

Teenagers (13-17 years old)

Adults (18-64 years old)

Seniors (65+ years old)

Student level

Beginner

Intermediate

Advanced

Duration

60 minutes

90 minutes

120 minutes

The class is taught in

English

Skills

Physics

Math

Availability of a typical week

(GMT -04:00)

New York

At student's home

Mon

Tue

Wed

Thu

Fri

Sat

Sun

00-04

04-08

08-12

12-16

16-20

20-24

AP Calculus AB/BC: Complete Exam Preparation with Conceptual Mastery

13 £ /h

This class is designed for high school students preparing for the AP Calculus AB or BC exams, as well as anyone seeking a rigorous foundation in single‐variable calculus. Whether you are aiming for a top score or simply want to understand calculus deeply, this course covers all required topics: limits, derivatives, integrals, the Fundamental Theorem of Calculus, and—for BC—additional topics such as sequences, series, parametric equations, polar coordinates, and vector‐valued functions.

My teaching approach emphasises conceptual understanding over rote memorisation. We will explore why calculus works, not just how to compute. You will learn to solve problems with confidence, interpret graphs, and connect ideas across the curriculum. Each session is tailored to your pace and goals, with plenty of practice problems and exam‐style questions.

With over 10 years of teaching experience across multiple curricula (AP, IB, A‐Level, CBSE, ICSE) and advanced mathematical training at IISc Bengaluru and the University of Surrey, I can help you master calculus and develop the analytical skills needed for success in higher mathematics.

We will cover:

Limits and continuity

Differentiation (rules, applications, related rates, optimisation)

Integration (techniques, applications, areas and volumes)

Differential equations

For BC: sequences and series, parametric, polar, and vector functions

Exam strategies and time management

Mathematics Tutor for All Levels: High School to University (Proof-Based & Applied)

16 £ /h

My name is Sarbajit, and I have dedicated my academic and professional life to mathematics and its teaching. I have over a decade of experience teaching students from diverse educational systems—including IGCSE, CBSE, ICSE, State Board, AP, and undergraduate university programs—both in India and the UK.

I hold an MSc in Physics and Mathematics from the University of Surrey, UK, and I have pursued advanced mathematical studies and research at the Indian Institute of Science (IISc), Bengaluru. Currently, I am engaged in advanced mathematical research at IISc, focusing on geometric analysis, partial differential equations, and regularity theory. My own journey from computational to proof-based mathematics has given me a deep appreciation for the beauty of rigorous reasoning, and I love sharing that with my students.

I teach mathematics at all levels, from school to university, with a special emphasis on conceptual understanding and proof writing. My areas of expertise include:

High School Mathematics (all topics, including algebra, geometry, trigonometry, and pre‐calculus)

Calculus (Single Variable, Multivariable, AP Calculus AB/BC, Pre‐Calculus)

Linear Algebra

Real Analysis

Differential Equations (ODE and introductory PDE)

Mathematical Methods for Physics and Engineering

Differential Geometry (introductory to advanced, including smooth manifolds and Riemannian geometry)

Proof Writing and Mathematical Reasoning

I have been teaching online for several years with a full digital setup—including a pen tablet and webcam—to ensure a smooth, interactive experience. I believe every student can learn to think like a mathematician, and I adapt my teaching to your individual goals, whether you are preparing for exams, transitioning to university‐level mathematics, or simply seeking to understand the beauty of the subject.

Mathematics gives me immense joy, and I want to share that joy with you. Let’s explore the hidden structures and elegant logic of mathematics together.