A-Level

A-level Further Mathematics

Learn About The Subject

A-Level Further Mathematics is an advanced course designed for students with an aptitude and passion for Mathematics, continuing from the A-Level Mathematics program. The subject delves into more complex and abstract mathematical fields such as Further Pure Mathematics (complex numbers, matrices, differential equations, etc.), and optional modules like Further Statistics or Further Mechanics. The course provides an outstanding theoretical foundation and skills, offering a significant advantage for university majors that demand high-level mathematical thinking.

Common Challenges When Learning A-Level Further Mathematics

Difficulty in approaching advanced concepts: Requiring a firm grasp of highly abstract mathematical topics such as complex numbers, matrices, differential equations, and mathematical proof.
Challenge with complexity & rigor: Demanding profound mathematical thinking, rigorous logical reasoning abilities, and absolute precision.
Barrier in solving integrated problems: Needing to connect and apply multiple advanced concepts from different branches to solve problems.
Obstacle with the pace and depth of knowledge: Requiring the ability to quickly absorb and master a large volume of in-depth specialized mathematical knowledge.

Course Content

Unit 1: Further Pure Mathematics 1

1.1: Roots of polynomial equations

1.2: Rational functions and graphs

1.3: Summation of series

1.4: Matrices

1.5: Polar coordinates

1.6: Vectors

1.7: Proof by induction

Unit 2: Further Pure Mathematics 2

2.1: Hyperbolic functions

2.2: Matrices

2.3: Differentiation

2.4: Integration

2.5: Complex numbers

2.6: Differential equations

Unit 3: Further Mechanics

3.1: Motion of a projectile

3.2: Equilibrium of a rigid body

3.3: Circular motion

3.4: Hooke’s law

3.5: Linear motion under a variable force

3.6: Momentum

Unit 4: Further Probability & Statistics

4.1: Continuous random variables

4.2: Inference using normal and t-distributions

4.3: χ2-tests

4.4: Non-parametric tests

4.5: Probability generating functions

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Set academic goals with a clear learning roadmap.

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Develop a detailed and structured study plan.

Implement And Optimize

Teachers provide close guidance and adapt flexibly to maximize learning outcomes.

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Duy Nguyen

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Thuy Nguyen

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Tra Nguyen

Teaches:

Curriculum:

Tin Nguyen

Teaches:

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Hieu Pham

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Uyen Vu

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Condition / Feature	Standard	Premium	Platinum
🌟Target Score Commitment	❌	❌	✅
Worksheets and Lesson Notes	✅	✅	✅
In-class Exercises and Solutions	✅	✅	✅
Extra Homework	✅	✅	✅
Exam-style and Past Papers	✅	✅	✅
Question Bank	✅	✅	✅
Saturday Morning Homework Support	❌	✅	✅
Fixed Teacher	❌	✅	✅
Support for IA, EE, TOK	❌	✅	✅
After-hours Message Response (until 9:30 PM)	❌	✅	✅
Initial Teacher & Student Meeting (Welcome Meeting)	✅	✅	✅
Teacher & Parent Conference	❌	✅	✅
Periodic Academic Reports	✅	✅	✅
Teacher's Feedback and Evaluation After Each Class	✅	✅	✅
Rescheduling Policy (Notice within working hours)	24 hours	12 hours	06 hours
Exam Pass Commitment	✅	✅	✅

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A-level Further Mathematics

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Frequently Asked Questions

Frequently Asked Questions About

A-level Further Mathematics

How difficult is A-Level Further Mathematics?

This is considered one of the most challenging A-Level subjects, requiring students not only to have an aptitude and passion for Mathematics but also a very strong foundation in A-Level Mathematics.

Which students should consider studying A-Level Further Mathematics?

This subject is suitable for students who genuinely love Mathematics, achieve high grades in A-Level Mathematics, and are oriented towards university majors that require an extensive mathematical foundation, such as Mathematics, Physics, Engineering, Computer Science, Econometrics, etc.

Is it compulsory to study Further Mathematics to enter top engineering or science programs?

While not all universities mandate it, studying and achieving a good grade in Further Mathematics is an extremely significant competitive advantage and is highly encouraged or considered an entry requirement by many leading universities worldwide for related majors.

What makes studying A-Level Further Mathematics at Intertu different?

Intertu has a team of teachers specializing in advanced Mathematics, with a personalized learning pathway focused on deciphering abstract concepts, practicing mathematical proof skills, and solving complex, diverse problems.

Does Intertu Education offer trial classes for A-Level Further Mathematics?

Yes. Intertu Education offers Trial Classes for A-Level Further Mathematics for students and parents to assess suitability.

How is the tuition fee for the A-Level Further Mathematics course at Intertu calculated?

The tuition fee for A-Level Further Mathematics at Intertu Education depends on the selected study hour package and level of support service. Please contact Intertu's counseling team directly for a detailed fee schedule and advice.

A-Level

A-level Further Mathematics

Learn About The Subject

Common Challenges When Learning A-Level Further Mathematics

Course Content

Register For A Consultation With Our Experts

Personalized Learning Approach

Academic Pathway

Competency Assessment

Set Learning Objectives

Create A Learning Path

Implement And Optimize

MEET THE TEACHING TEAM

Dedicated Team Of Teachers Ready To Support Your Learning Journey

Tuan Nguyen

Duy Nguyen

Thuy Nguyen

Tra Nguyen

Tin Nguyen

Hieu Pham

Uyen Vu

Carolina Rondon

Choosing the right study package

Find The Optimal Academic Support Solution For You

Learn About Another Subject

Frequently Asked Questions

Frequently Asked Questions About

A-level Further Mathematics

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