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Mathematics, History and Science tutoring for students working at GCSE level
Math is a widely respected subject around the world. Excelling in it in GCSE will put you in a good place to attend most colleges or sixth form.
You will learn exam techniques as well as how to maximise your marks to attain your desired grade.
You will learn exam techniques as well as how to maximise your marks to attain your desired grade.
Extra information
Bring your own laptop, pen and paper.Location
Online via webcam
About Me
I am an enthusiastic individual, who enjoys helping people attain their desired results. I am competitive, in the sense that I teach all my students to get the highest of grades no matter their ability. I am relaxed but also know when work needs to be done.Education
GCSEMATHS - 9
HISTORY -9
RE -8
BIOLOGY- 7
CHEMISTRY-7
PHYSICS-7
ENGLISH LANGUAGE-7
ENGLISH LITERATURE- 6
GERMAN- 6
A level target grades
Maths- A
Economics - A
History- A
Experience / Qualifications
I currently am learning A level Maths and history, and so am very familiar with the subjects' contents. I have very good understanding when it comes to the GCSE curriculum.Ask a question
Send a message explaining your needs and Imran will reply soon:
The more detail, the better.
Ex. "Hi, when are you available to meet for a lesson?"
Ex. "Hi, when are you available to meet for a lesson?"
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from C$35.11Online via webcam
100% Satisfaction Guarantee
Good-fit Instructor Guarantee
If you are not satisfied after your first lesson, Apprentus will find you another instructor or will refund your first lesson.
Online reputation
- Instructor since December 2022
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from C$35.11Online via webcam
Good-fit Instructor Guarantee
If you are not satisfied after your first lesson, Apprentus will find you another instructor or will refund your first lesson.
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Why choose this course?
A complete and structured program: from essential basics to advanced concepts, each step is designed to give you a solid mastery of mathematics.
Personalized approach: explanations adapted to your level and your pace to maximize your progress.
Solving complex problems: varied exercises, detailed answers, and targeted training to develop your analytical skills.
Preparation for academic challenges: anticipation of the expectations of university programs and preparation for the most demanding exams.
What you will learn:
1. Strengthening the fundamentals:
Review of essential concepts (algebra, analysis, geometry) to fill in the gaps.
In-depth review of algebra: equations, linear systems, polynomials.
Analysis of functions: limits, continuity, derivatives, integrals.
Introduction to vector and analytical geometry.
Concepts of mathematical logic and rigorous reasoning.
2. Deepening of key concepts:
Exploration of advanced concepts needed for university courses.
3. Practical skills:
Development of an ability to solve complex problems and apply mathematics in real-world contexts.
Study of numerical series and sequences.
In-depth analysis of vector spaces, matrices and determinants.
Solving first and second order differential equations.
Fundamental theorems (Intermediate value theorem, bounds theorem, etc.).
Advanced concepts in integral and differential calculus.
4. Preparation for exams:
Methodological advice, typical exercises and targeted revisions to maximize your results.
Quick solution methods for exams.
Study of typical problems and frequently asked questions in university courses.
Practical approach: intensive training on exercises and corrected exams.
Strategies for success in advanced courses such as functional analysis, linear algebra, and PDEs
5. Development of Advanced Skills:
Introduction to mathematical modeling and its usefulness in science and engineering.
Using mathematical software (Python, MATLAB, etc.) to solve complex problems.
Applications of mathematics in various fields: physics, economics, statistics.
Who is this course for?
College students: Those who want to fill gaps or go beyond the requirements of their courses.
Students in preparatory classes: For those who wish to prepare for the entrance exams for the grandes écoles.
Math enthusiasts: Those who seek to enrich their understanding of mathematics and take on intellectual challenges.
Professionals in retraining: For those who wish to master mathematics with a view to pursuing higher education or improving their skills.
Benefit from transformative learning:
Join this program and develop real mathematical expertise that will open the doors to academic and professional excellence. Let yourself be guided by innovative teaching and effective methods to achieve your goals.
Expected results :
By the end of this course, you will be able to:
Solve complex mathematical problems methodically and confidently.
Understand and apply advanced concepts in university mathematics.
Achieve better results in your exams and successfully meet academic challenges.
Develop analytical and logical thinking, which is essential in all areas.
Register now and start your journey to math mastery!