Further A-level mathematics is the companion piece to A-level mathematics. It consists of advanced topics in pure mathematics, mechanics, statistics and theoretical computer science (or decision mathematics, as is called at school) and is commensurately demanding. Anyone wishing to read physics, engineering, computer science or mathematics at university should consider it. Paper 1. Core Pure Mathematics 1 9FMO/01 1. Proof 2. Complex numbers 3. Matrices 4. Further algebra & functions 5. Further calculus 6. Further vectors 7. Polar coordinates 8. Hyperbolic functions 9. Differential equations. Paper 2. Core Pure Mathematics 2 9FMO/02 1. Proof 2. Complex numbers 3. Matrices 4. Further algebra & functions 5. Further calculus 6. Further vectors 7. Polar coordinates 8. Hyperbolic functions 9. Differential equations. Paper 3. Further Mathematics Option 1 9FMO/3A – 3D The student takes one option from the following four. The student takes one option from the following seven. A. Further Pure Mathematics 1 B. Further Statistics 1 C. Further Mechanics 1 D. Decision Mathematics 1 Paper 4. Further Mathematics Option 2 9FMO/4A – 4G A. Further Pure Mathematics 2 B. Further Statistics 1 C. Further Mechanics 2 D. Decision Mathematics 1 E. Further Statistics 2 F. Further Mechanics 2 G. Decision mathematics2
To be accepted for admission to the Sixth Form (to begin A Level courses), all students must meet the following criteria: • Level of educational attainment equivalent to at least five passes at GCSE/O level or equivalent • Level of English Language at IELTS level 5 (minimum) or equivalent • Satisfactory reports from the current or previous school • Interview with the Principal/Deputy Principal (face-to-face, telephone or SKYPE) • Completed Registration Form signed by the fee-payer
Paper 1: Paper 1 may contain questions on any part of the pure mathematics syllabus. All questions should be attempted. The examination is 1.5 hours long and the maximum obtainable mark is 75. Paper 2: Paper 2 may contain questions on any part of the pure mathematics syllabus. All questions should be attempted. The examination is 1.5 hours long and the maximum obtainable mark is 75. Papers 3 & 4: Each examination is 1.5 hours long. All questions should be attempted and the maximum mark obtainable for either is 75.
About Education Provider
| Region | London |
| Local Authority | Kensington and Chelsea |
| Ofsted Rating | |
| Gender Type | Co-Educational |
| ISI Report | View Report |
| Boarding Fee | Unknown |
| Sixth Form Fee | £9,390 - £27,030 |
| Address | 23 Collingham Gardens, London, SW5 0HL |
Further A-level mathematics is the companion piece to A-level mathematics. It consists of advanced topics in pure mathematics, mechanics, statistics and theoretical computer science (or decision mathematics, as is called at school) and is commensurately demanding. Anyone wishing to read physics, engineering, computer science or mathematics at university should consider it. Paper 1. Core Pure Mathematics 1 9FMO/01 1. Proof 2. Complex numbers 3. Matrices 4. Further algebra & functions 5. Further calculus 6. Further vectors 7. Polar coordinates 8. Hyperbolic functions 9. Differential equations. Paper 2. Core Pure Mathematics 2 9FMO/02 1. Proof 2. Complex numbers 3. Matrices 4. Further algebra & functions 5. Further calculus 6. Further vectors 7. Polar coordinates 8. Hyperbolic functions 9. Differential equations. Paper 3. Further Mathematics Option 1 9FMO/3A – 3D The student takes one option from the following four. The student takes one option from the following seven. A. Further Pure Mathematics 1 B. Further Statistics 1 C. Further Mechanics 1 D. Decision Mathematics 1 Paper 4. Further Mathematics Option 2 9FMO/4A – 4G A. Further Pure Mathematics 2 B. Further Statistics 1 C. Further Mechanics 2 D. Decision Mathematics 1 E. Further Statistics 2 F. Further Mechanics 2 G. Decision mathematics2
To be accepted for admission to the Sixth Form (to begin A Level courses), all students must meet the following criteria: • Level of educational attainment equivalent to at least five passes at GCSE/O level or equivalent • Level of English Language at IELTS level 5 (minimum) or equivalent • Satisfactory reports from the current or previous school • Interview with the Principal/Deputy Principal (face-to-face, telephone or SKYPE) • Completed Registration Form signed by the fee-payer
Paper 1: Paper 1 may contain questions on any part of the pure mathematics syllabus. All questions should be attempted. The examination is 1.5 hours long and the maximum obtainable mark is 75. Paper 2: Paper 2 may contain questions on any part of the pure mathematics syllabus. All questions should be attempted. The examination is 1.5 hours long and the maximum obtainable mark is 75. Papers 3 & 4: Each examination is 1.5 hours long. All questions should be attempted and the maximum mark obtainable for either is 75.