In the Mathematics Department we aim to provide a stimulating and enjoyable environment for all our students by using a variety of teaching and learning styles for all year groups.
We have access to two class sets of mobile computing devices with a range of software that covers Key Stage 3 to A Level. All students in Key Stage 3 and Year 11 undertake seven lessons over a two week period. Students are encouraged to develop their mathematical thinking so that they are able to use and apply their mathematical thinking skills. This means that they will be able to use and apply their mathematical in a variety of contexts. We give students the opportunity to develop the ability to:
- Acquire and use problem-solving strategies
- Select and apply mathematical techniques and methods in mathematical, every day and real-world situations
- Reason mathematically, make deductions and inferences and draw conclusions
- Interpret and communicate mathematical information in a variety of forms appropriate to the information and context.
KS3 – Years 7 & 8
In Years 7 and 8, students follow a modular format with an assessment at the end of each unit. These units are in Number, Algebra, Geometry and Measure, and Handling Data. Each unit takes approximately 7 weeks. This format enables students to study each area of mathematics in depth to help consolidate all knowledge. There is an additional end of year exam in each year which assesses all the content covered during the year.
Students follow the National Curriculum and begin Year 7 being taught in sets according to their KS2 levels, so they are studying at a level that suits them. Set changes can occur at any time, but usually take place after each unit assessment. Students follow their personalised learning journeys based on prior attainment from KS2 and mapped to expected outcomes at GCSE.
KS4 – Years 9, 10 & 11
Our exam board for GCSE Maths 9-1 is Edexcel (1MA1). The higher Tier assess grades 9-4, whilst the Foundation tier assesses grades 5-1. We teach a 3-year GCSE linear program which we start at the beginning of Year 9.
In the spring of Year 9 there is an assessment which will analyse their progress and ensure they are currently following the tier of GCSE which is suitable to their learning journey.
In Year 11, Set 1 students are also taught the Edexcel Level 3 Algebra Award. This is to develop their mathematical skills and assist in bridging the gap between the GCSE and A level syllabus. All students will sit their GCSE Mathematics examination in June of Year 11.
There are three examination papers each counting for 33.3% of the final mark. Each paper is out of 80 marks.
|Foundation Tier||Paper 1||Non- Calculator||1 hour 30 Minutes||33.3%|
|Foundation Tier||Paper 2||Calculator||1 hour 30 Minutes||33.3%|
|Foundation Tier||Paper 3||Calculator||1 hour 30 Minutes||33.3%|
|Higher Tier||Paper 1||Non- Calculator||1 hour 30 Minutes||33.3%|
|Higher Tier||Paper 2||Calculator||1 hour 30 minutes||33.3%|
|Higher Tier||Paper 3||Calculator||1 hour 30 minutes||33.3%|
At Key Stage 5 we follow the OCR (MEI) syllabus which is a two year linear course. We offer Mathematics and Further Mathematics at A Level. These courses are academically challenging and prepare students well for studying mathematics, engineering and other related courses, at university.
Both mechanics and statistics must be must be assessed under the new specification for A-Level Mathematics.
|Paper 1||Pure Mathematics – proof, algebra and functions, co-ordinate geometry, sequences and series, trigonometry, exponentials and logarithms, differentiation, integration, vectors.
Mechanics – quantities and units, kinematics, forces and Newton’s laws, moments.
|Paper 2||Pure Mathematics – proof, algebra and functions, co-ordinate geometry, sequences and series, trigonometry, exponentials and logarithms, differentiation, integration, numerical methods.
Statistics – sampling, data presentation and interpretation, probability, statistical distributions, statistical hypothesis testing.
|Paper 3||Pure Mathematics – proof, algebra and functions, co-ordinate geometry, sequences and series, trigonometry, exponentials and logarithms, differentiation, integration, numerical methods.||2 hours||75||27.2%|
Core Mathematics (Mathematical Studies)
This new level 3 qualification was introduced for first teaching in September 2014. It is distinct from A Level mathematics and it should fit alongside a student’s main 16-18 programme. It is designed to be taken over two years and is half the size of an A level.
Why study Core Maths?
The ‘Core Maths’ qualification is designed to better prepare students for the mathematical demands of study, employment and life. It will develop students’ ability to think mathematically, logically and analytically and will build skills in applying maths to new problems and issues. The Core Maths initiative is a major part of the government’s plan to increase participation and raise standards in mathematics. The course has been developed with employers, universities and professional bodies as valuable preparation for university study and employment. Core Maths will maintain and develop students’ real-life mathematical skills. The study is not purely theoretical or abstract; it can be applied on a day-to-day basis in work, study or life and includes a financial mathematics element. Studying Core Maths will also support other A-Level subjects – in particular with science, geography, business studies, psychology and economics.
The AQA specification builds on the knowledge, understanding and skills you will have acquired studying GCSE mathematics with a sharper focus on problem solving skills by considering and tackling mathematics in meaningful contexts. The core areas studied are financial applications of mathematics, critical analysis of data and estimation as well as the optional units including further statistical techniques, critical path and risk analysis and graphical techniques. All of which can support work in other subjects including economics, psychology, biology and geography.
Paper 1 – Compulsory Content
· Analysis of data
· Maths for personal finance
· Critical analysis of given data and models (including spreadsheets and tabular data)
Paper 2 – Optional Content
· The normal distribution
· Probabilities and estimation
· Correlation and regression
· Critical path analysis
· Expectation and cost benefit analysis
· Graphical methods
· Rates of change
· Exponential functions
- Senior Maths Challenge(Years 12 & 13)
- Senior Team Maths Challenge
- Intermediate Maths Challenge (Set one students from Years 9, 10 & 11)
- Junior Maths Challenge (Set one students from Years 7 & 8)
- Hertfordshire County Team Maths Challenges for Years 7 & 8
- Hertfordshire Further Maths Network – Enrichment Day for Year 10
Good qualifications and an interest in Mathematics can open doorways into many interesting and valued job opportunities:
“Mathematicians at work” – http://www.mathscareers.org.uk/16-19/career_profiles.cfm
“Maths career choices” – http://www.ehow.com/about_4728423_math-science-career-choices.html#page=0
“Careers with Maths” – http://plus.maths.org/content/Career
The Mathematics Department consists of ten committed specialists whose aim is for all students to enjoy the subject and achieve their full potential.
- Mr Alex Greenwood – Head of Department
- Ms Sarah Jones – 2nd in Department
- Ms Kolima Akthare – 3rd in Department
- Mr Francois Coetzee – Teacher of Mathematics and STEM coordinator
- Mrs Freya Parsons – Lead Practitioner in Maths
- Dr Carolyn Kisby – Teacher of Mathematics
- Ms Jane Burt – Teacher of Mathematics
- Mr Kevin Lambert – Teacher of Mathematics
- Ms Heather Milsom – Teacher of Mathematics
- Mr Atof Blaal – Teacher of Mathematics
- Miss Sam Walker – Teacher of Mathematics
MathsWatch – http://www.mathswatchvle.com/
EDEXCEL (Our Exam Board) – http://qualifications.pearson.com/en/qualifications/edexcel-gcses/mathematics-2015.html
- Mathsgenie – www.mathsgenie.co.uk
- Examsolutions – www.examsolutions.net
- MrBartonmaths – www.mrbartonmaths.com
- Studymaths – www.studymaths.co.uk
- PiXL Maths App – https://mathsapp.pixl.org.uk/
- MyMaths – www.mymaths.co.uk