Quote

The essence of mathematics is not to make simple things complicated, but to make complicated things simple. ~ Stan Gudder

Without mathematics, there’s nothing you can do.  Everything around you do is mathematics, Everything around you is numbers. ~ Shakuntala Devi

What do we learn

The aims and objectives of the Pearson Edexcel Level 1/Level 2 GCSE (9–1) in Mathematics are to enable students to:

• develop fluent knowledge, skills and understanding of mathematical methods and concepts

• acquire, select and apply mathematical techniques to solve problems

• reason mathematically, make deductions and inferences, and draw conclusions

• comprehend, interpret and communicate mathematical information in a variety of forms appropriate to the information and context.

Why do we learn it

We learn mathematics to develop critical thinking, logical reasoning, and problem-solving skills necessary for navigating daily life and complex careers. It provides a universal language for understanding patterns, managing finances, and interpreting data, while fostering mental discipline and resilience. 

Key reasons to study mathematics include:

Essential Daily Skills: Mathematics is used daily for tasks like cooking, managing money, budgeting, time management, and understanding measurements.

Mental Development: It trains the brain to think analytically, logically, and critically, improving memory and problem-solving abilities.

Foundation for Careers:

• It is vital for STEM (science, technology, engineering, mathematics), finance, data analysis, and many other fields.
• Understanding the World: Mathematics allows us to model real-life situations, make informed predictions, and understand patterns and shapes.
• Building Resilience: Solving complex problems strengthens perseverance and the ability to approach new challenges. 
• Ultimately, mathematics acts as a, "tool for navigating the world, providing structure for logical thought and practical applications across various fields." 

How do we assess it (Different accreditations etc)

All pupils in year 11 will have the opportunity to sit GCSE maths. Alongside this pupils work towards other supporting qualifications from individual starting points. There are as follows

ELC maths

• Structure: Eight components, each worth 30 marks, totalling 240 marks.
• Components: Properties of Number, Operations, Ratio, Money, Time, Measures, Geometry, and Statistics.

• External Assignments: AQA provides tasks for all components, covering levels 1-3.
• Internal Assessment: Teachers mark the work, and tasks can be retaken up to three times.
• Grading: Results are reported as Entry 1, 2, or 3, with Entry 3 being the highest.
• Submission: A portfolio of evidence is submitted and moderated annually in the summer.

GCSE maths

• Three Papers: All three must be taken at the same tier in the same series.
• Calculator Policy: Paper 1 is non-calculator, while Papers 2 and 3 allow the use of a calculator.
• Duration & Marks: Each paper is 1 hour 30 minutes long.
• Total Marks: Edexcel use 80 marks per paper (240 total),
• Question Types: A mix of short, single-mark questions and longer, multi-step problems.

NCFE Level 1/2 Essential Maths for Everyday Life

• Internally marked portfolio of evidence, which is then externally quality assured by NCFE. Pupils must complete mandatory and optional units, demonstrating skills through practical, real-life tasks. There is no final external exam. 

• Assessment Method: Internally assessed portfolio of evidence (coursework).
• Structure: Learners must complete 9/10 mandatory units and 1 optional unit.
• Evidence Type: The portfolio can include workbooks, tasks, and assignments, which are often contextualized to daily life.
• Quality Assurance: While marked by centre staff, the work is subject to external quality assurance by NCFE to ensure standards are met.
• Focus: Practical application of maths, designed to build confidence, and suitable for learners who may struggle with formal exam-based qualifications.

Careers

AI/Machine Learning Specialist: Develops algorithms that allow computers to learn and make decisions.

Meteorologist: Models physical atmospheric data to predict weather patterns.

Roller Coaster Designer/Structural Designer: Uses mathematics to sketch the placement of hills, twists, and turns. They use computer-aided design (CAD) to calculate precise slopes and track geometry.

Game Designer/AI Programmer: Applies geometry, physics, and probability to create, balance, and code video games.

Mathematical Artist: Incorporates symmetry, fractals, and geometry into visual art.

Sports Statistician: Analyses player performance and game data to provide strategic insights.

Air Traffic Controller: Air traffic controllers give information and instructions to airline pilots to help them take off and land safely and on time.

Hours per week

3 hours per week

Meet the staff

Tracey Roberts, Adam Thompson, Danielle Hickey