Further Mathematics A level extends your mathematical problem-solving skills even further, covering topics that are in some cases entirely abstract such as imaginary numbers – what does happen when you square root a negative number? – and hyperbolic functions – what can you do with the trigonometric functions if you just change one little bit? Further Maths is a varied and interesting topic and for those with a particular aptitude for it, it can lead to some quite interesting discoveries, for example: Why does eiπ + 1 = 0?
A Grade 7 or higher in Maths plus a pass at the entry level maths test. (Further maths can only be taken alongside Maths)
Students will study for the AQA A level Further Mathematics course (code 7367). This is a two year linear course with three terminal exam papers.
About Education Provider
| Region | West Midlands |
| Local Authority | Solihull |
| Ofsted Rating | Good |
| Gender Type | Co-Educational |
| Address | Gipsy Lane, Balsall Common, Coventry, CV7 7FW |
Further Mathematics A level extends your mathematical problem-solving skills even further, covering topics that are in some cases entirely abstract such as imaginary numbers – what does happen when you square root a negative number? – and hyperbolic functions – what can you do with the trigonometric functions if you just change one little bit? Further Maths is a varied and interesting topic and for those with a particular aptitude for it, it can lead to some quite interesting discoveries, for example: Why does eiπ + 1 = 0?
A Grade 7 or higher in Maths plus a pass at the entry level maths test. (Further maths can only be taken alongside Maths)
Students will study for the AQA A level Further Mathematics course (code 7367). This is a two year linear course with three terminal exam papers.