How many hours per week?
Teaching contact time is 4 hours and 20 minutes per subject. Other workshops will be available throughout the year including over some holiday periods. Students are expected to complete up to 4 hours of independent study to complete assignments, homework, extra reading and independent research.
- Grade 7 in GCSE Mathematics
- Attainment 8 Score: 62
Under review for 2019/20 entry
Exam BoardEdexcel Apply for this course
As with A-level Mathematics, Further Mathematics is a challenging and highly rewarding course that broadens and deepens your understanding and mastery of mathematics. It provides an incredibly useful underpinning for the study of courses with a high mathematical content, such as Mathematics, Physics, Engineering, Geology etc… It is often a pre-requisite A-level for the study of Mathematics at the more prestigious universities.
If you choose this course you would benefit from:
- Experienced teachers who specialise in, and are passionate about, mathematics and its applications.
- A supportive environment with access to student workrooms and help and advice from the department’s teachers as required.
- A broad range of resources.
- A course designed to create independent learners fully equipped for the rigors of higher education and professional employment.
What will I learn?
In the first year you will study:
- Coordinate geometry in both Cartesian and Parametric forms,
- Differential and integral calculus and their applications,
- Solutions to differential equations,
- Sequences and Series,
- Exponential and logarithmic functions,
In the second year you will study:
- Complex numbers,
- Advanced Integration,
- Advanced methods for solving differential equations,
- Advanced numerical methods,
- Hyperbolic functions,
- Polar coordinates,
What will I be taught?
This course is taught around a mixture of tradition exposition, individual research and group investigation. Students may be asked to make use of materials on the college Moodle site as well as their own text book to research topics before they are delivered in class. This prior research is then assessed in class and activities follow which allow learners to explore the content in more detail and apply them to more advanced problems.
Classroom activities will include:
- Teacher exposition
- group work
- student led sessions
- written assessments
Where will this course take me?
Further Mathematics is a required A-level for the study of Mathematics at the country’s top universities. It is a recommended qualification course for the study of Mathematics and Maths based courses at any university. It provides problem solving techniques and a logical approaches to thinking that are highly applicable to the study of, and work in, any academic field.
Former students have gone on to study Mathematics, Physics, Engineering and a wide variety of maths based courses in the physical and social sciences.
How will I be assessed?
- Papers 1 and 2 consist of Core Pure Mathematics 1 and 2, both forming 25% of the course each.
- Papers 3 and 4 consist of Further Mathematics Option 1 and Option 2, both forming 25% of the course each.
Staff Contact Details
Barbara Pearson email@example.com
Robert Finch firstname.lastname@example.org