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Full TimeA/ AS Level Mathematics

A Level

In Lincoln ()

Free

Description

  • Type

    A Level

  • Duration

    2 Years

Mathematics at this level consists of the study of Pure Mathematics and the study of the application of mathematics to the physical world: Statistics (for understanding and interpreting information) and Mechanics (for understanding how and why physical objects move and behave as they do.). The course develops understanding and resourcefulness in the use of mathematics. To gain the AS award.

Important information

Government funding available

About this course

Students wishing to study Advanced Subsidiary Mathematics must have at least 5 GCSEs at grade C or above, to include Mathematics at grade B or above gained on the Higher Tier. Exceptions can be made for mature students with equivalent qualifications or relevant experience.
Students wishing to study Advanced Mathematics must have an AS Mathematics qualification at grade D or above

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Subjects

  • GCSE Physics
  • Trigonometry
  • GCSE Mathematics
  • Full Time
  • Engineering
  • University
  • Calculus
  • Mechanics
  • Mathematics
  • Statistics
  • Interpreting
  • Algebra
  • Geometry
  • Maths

Course programme


Full Time AS Level Mathematics

Course Description:
Mathematics at this level consists of the study of Pure Mathematics and the study of the application of mathematics to the physical world: Statistics (for understanding and interpreting information) and Mechanics (for understanding how and why physical objects move and behave as they do.). The course develops understanding and resourcefulness in the use of mathematics.
To gain the AS award, you will study two pure mathematics core units (C1 and C2) covering topics in algebra, trigonometry, calculus and coordinate geometry, amongst others, and the M1 application unit in Mechanics.
To convert your AS level Mathematics into A Level Mathematics you study two further pure mathematics core units (C3 and C4) covering more algebra, trigonometry, calculus, and other topics, and an application unit in Decision Maths (D1).
You will experience formal lectures, self-study units, use of IT, tutorial support, and regular structured homework assignments.

Level:
3

Course Type:
Full Time

Assessment and Progression:
Each module is examined by means of a one and one half hour paper. These can be taken in January and June each year. In year one you take C1 in January and C2 and M1 in June. In year two you take C3 in January and C4 and D1 in June. Module examinations may be taken again to improve grades in the second year.
Students intending to follow a degree path in Computing, Engineering or Physics will probably find AS and A level GCE Mathematics a condition of entry to university courses. Mathematical skills are highly prized and an AS or A Level qualification in some form of mathematics will be valuable when applying for university entry and will give you a very significant advantage in the job market.

Duration:
One year for AS Level; a further one year for A2.

Year 1 studies lead to the Advanced Subsidiary award and require attendance for 5 hours per week, in 3 sessions.

Year 2 studies lead to the full Advanced GCE award with attendance of 5 hours per week in three sessions also.

Examination Board
AQA (6360)

Assessment
100% Module examinations

Programme Coordinator
Colin Tanner

Teaching Staff
Pat Kimpton, Jaime Benito

Start Date - Start of September term each year running until June
Location:
Lincoln

Fees:
If you are under 19 on 31 August when your full-time programme begins and you are a European Community National you are entitled to free tuition and free examination entry (for the first sitting of each module). Mature students may also qualify for free tuition. Please ask the College's Guidance Services Unit for details.

Full TimeA/ AS Level Mathematics

Free