Further Maths GCSE: FAQs & Suitability Checker
Further Maths GCSE Suitability Checker
Answer a few questions to see if Further Maths GCSE might be a good fit for you:
Answer the questions above and click "Check Suitability" for a suggestion.
Understanding Further Maths GCSE
What is Further Maths GCSE? Is it a real GCSE?
Yes, Further Maths GCSE is a real qualification. It's formally known as a Level 2 Certificate in Further Mathematics. While sometimes referred to as "Further Maths GCSE," its official title might vary slightly by exam board (e.g., AQA Level 2 Certificate in Further Mathematics).
It is designed for students who are excelling in their standard GCSE Mathematics and want to explore more advanced mathematical concepts. Key characteristics include:
- More Advanced Content: It covers topics beyond the standard GCSE Mathematics syllabus, often bridging the gap towards A-Level Mathematics. This can include more complex algebra, calculus (differentiation/integration basics), matrices, trigonometry, and number theory.
- Higher Level of Challenge: The problems are generally more demanding and require a deeper level of understanding and problem-solving skills.
- Preparation for A-Level: It provides an excellent foundation for students planning to study Mathematics or Further Mathematics at A-Level.
- Separate Qualification: It is a distinct qualification from the standard GCSE Mathematics and is graded separately (often using the 9-1 grading scale or A*-C depending on the specific board and time it was taken).
- Not Universally Offered: Not all schools offer Further Maths GCSE. It's typically offered to students who show a strong aptitude and interest in mathematics.
How hard is Further Maths GCSE?
Further Maths GCSE is generally considered significantly more challenging than the standard GCSE Mathematics course.
- Requires Strong Foundation: Students need a very solid understanding of all concepts covered in the standard GCSE Maths, particularly at the Higher Tier.
- Abstract Concepts: It introduces more abstract mathematical ideas and requires a higher level of mathematical maturity.
- Complex Problem Solving: The questions often involve multiple steps and require sophisticated problem-solving strategies.
- Faster Pace: The content might be covered at a quicker pace, assuming a high level of prior understanding.
However, "hard" is subjective. For students who genuinely enjoy mathematics, are high-achievers in the subject, and are willing to put in the extra effort, it can be a rewarding and stimulating challenge rather than an overwhelming one. Success often depends on strong foundational skills, good work ethic, and a genuine interest in the subject.
Is Further Maths GCSE worth it? Should I do/take it?
Whether Further Maths GCSE is "worth it" depends on your individual circumstances, interests, and future aspirations. Here are some key benefits and considerations:
Benefits of taking Further Maths GCSE:
- Excellent Preparation for A-Level: It provides a much smoother transition to A-Level Mathematics and especially A-Level Further Mathematics, as you'll already be familiar with some of the foundational concepts and the increased level of rigor.
- Develops Advanced Skills: It enhances your mathematical reasoning, logical thinking, and problem-solving abilities beyond what is typically developed in standard GCSE Maths.
- Deeper Understanding: It allows you to explore mathematical concepts in more depth and see connections between different areas of maths.
- Can Strengthen University Applications: For competitive STEM courses (Science, Technology, Engineering, Mathematics, Economics, Computing), having Further Maths GCSE can be an advantage, demonstrating a strong aptitude and commitment to mathematics.
- Personal Enjoyment: If you love maths, it offers an opportunity to study more interesting and challenging topics.
Considerations:
- Workload: It's an additional qualification, meaning extra work on top of your other GCSEs. Ensure you can manage the workload.
- Interest and Aptitude: It's best suited for students who genuinely enjoy maths and are performing very well in the standard GCSE. If you struggle with or dislike standard GCSE Maths, Further Maths will likely be very difficult and unenjoyable.
- School Availability: Not all schools offer it.
- Alternative Options: If your school doesn't offer it, or if the workload is a concern, excelling in standard GCSE Maths and then fully committing to A-Level Maths is still a very strong path.
Ultimately, you should consider taking Further Maths GCSE if:
- You achieve highly in GCSE Mathematics (typically grades 7-9).
- You have a genuine passion for mathematics and enjoy a challenge.
- You are strongly considering A-Level Mathematics and/or Further Mathematics.
- You are aiming for a mathematically-demanding university course or career.
Use the "Suitability Checker" tool above for a personalized suggestion and discuss it with your Maths teacher, who can provide guidance based on your specific abilities and the school's offerings.
How to add Further Maths GCSE to UCAS?
When you fill out your UCAS application for university, you will list all your qualifications, including GCSEs and any Level 2 Certificates like Further Maths.
- There will be a section to add your qualifications. You should list "GCSE" for your standard subjects and then add the "Level 2 Certificate in Further Mathematics" (or the exact title as per your exam board) as a separate qualification.
- You will need to enter the awarding body (e.g., AQA, Edexcel/Pearson, OCR), the exact qualification title, the year you took it, and the grade you achieved (or are predicted to achieve).
- The UCAS system is designed to accommodate a wide range of qualifications. If you're unsure of the exact title, check your results slip or ask your school's exams officer.
Including Further Maths GCSE on your UCAS application can be beneficial as it demonstrates a higher level of mathematical ability and interest, especially for STEM courses.
Level 2 Further Maths Worksheets
Number
Product Rule for Counting Video Practice Questions Answers
Surds (addition/subtraction) Video Practice Questions Answers
Surds (rationalising denominators) Video Practice Questions Answers
Algebra
Function Notation Video Practice Questions Answers
Composite Functions Video Practice Questions Answers
Inverse Functions Video Practice Questions Answers
Domains and Ranges Video Practice Questions Answers
Drawing Functions Video Practice Questions Answers
Expanding Brackets Video Practice Questions Answers
Expanding 3 Brackets Video Practice Questions Answers
Expanding Brackets (Pascal’s triangle) Video Practice Questions Answers
Factorisation Video Practice Questions Answers
Factorising Quadratics Video Practice Questions Answers
Algebraic Fractions (add/subtract) Video Practice Questions Answers
Algebraic Fractions (multiply) Video Practice Questions Answers
Algebraic Fractions (divide) Video Practice Questions Answers
Algebraic Fractions (equations) Video Practice Questions Answers
Changing the Subject Video Practice Questions Answers
Factor Theorem Video Practice Questions Answers
Algebraic Long Division Video Practice Questions Answers
Factorising Cubics Video Practice Questions Answers
Solving Cubics Video Practice Questions Answers
Completing the Square (x²) Video Practice Questions Answers
Completing the Square (ax²) Video Practice Questions Answers
Exponential Graphs Video Practice Questions Answers
Sketching Quadratics Video Practice Questions Answers
Solving Quadratics by Factorisation Video Practice Questions Answers
Solving Quadratics (Completing the Square) Video Practice Questions Answers
Solving Quadratics (Quadratic Formula) Video Practice Questions Answers
Simultaneous Equations (both linear) Video Practice Questions Answers
Simultaneous Equations (non-linear) Video Practice Questions Answers
Simultaneous Equations (3 unknowns) Video Practice Questions Answers
Linear Inequalities Video Practice Questions Answers
Quadratic Inequalities Video Practice Questions Answers
Laws of Indices Video Practice Questions Answers
Fractional Indices Video Practice Questions Answers
Negative Indices Video Practice Questions Answers
Equations with indices/roots Video Practice Questions Answers
Algebraic Proof Video Practice Questions Answers
nth Terms Video Practice Questions Answers
Limiting Values Video Practice Questions Answers
Linear Sequences Video Practice Questions Answers
Quadratic Sequences Video 1 Video 2 Practice Questions Answers
Coordinates Geometry
Gradient Video Practice Questions Answers
Parallel Lines Video Practice Questions Answers
Perpendicular Lines Video Practice Questions Answers
Distance between two points Video Practice Questions Answers
Midpoint of a Lines Video Practice Questions Answers
Ratio (Lines) Video Practice Questions Answers
Equation of a Line Video Practice Questions Answers
Equation of a Circle (centre is the origin) Video Practice Questions Answers
Equation of a Circle (centre not the origin) Video Practice Questions Answers
Circle Theorems Video Practice Questions Answers
Equation of a Tangent to a Circle Video Practice Questions Answers
Calculus
Introduction Video Practice Questions Answers
Differentiation Video Practice Questions Answers
Differentiation after Rearranging Video Practice Questions Answers
Gradient of a Curve Video Practice Questions Answers
Equation of a Tangent Video Practice Questions Answers
Equation of a Normal Video Practice Questions Answers
Increasing/Decreasing Function Video Practice Questions Answers
d2y/dx2 Video Practice Questions Answers
Stationary Points Video Practice Questions Answers
Application of Differentiation Video Practice Questions Answers
Sketch curve knowing maxima/minima Video Practice Questions Answers
Matrices
Multiplying Matrices (by a scalar) Video Practice Questions Answers
Multiplying Matrices (2×2 by 2×1) Video Practice Questions Answers
Multiplying Matrices (2×2 by 2×2) Video Practice Questions Answers
Identity Matrix Video Practice Questions Answers
Transforming the Unit Square Video Practice Questions Answers
Matrix Transformations Video Practice Questions Answers
Geometry
Geometric Proof Video Practice Questions Answers
Sine Rule (sides) Video Practice Questions Answers
Sine Rule (angles) Video Practice Questions Answers
Sine Rule (ambiguous case) Video Practice Questions Answers
Cosine Rule (sides) Video Practice Questions Answers
Cosine Rule (angles) Video Practice Questions Answers
Area of a Triangle Video Practice Questions Answers
3D Pythagoras Video Practice Questions Answers
3D Trigonometry Video Practice Questions Answers
Exact Trig Values Video Practice Questions Answers
Trig Identities Video Practice Questions Answers
Trig Graphs Video Practice Questions Answers
Finding other Trig ratios Video Practice Questions Answer
Solving Trigonometric Equations: Introduction Video
Solving Trigonometric Equations 1 Video Practice Questions Answers
Solving Trigonometric Equations 2 Video Practice Questions Answers