AQA – LEVEL 3 CERTIFICATE IN MATHEMATICAL STUDIES This course is designed for those not taking Mathematics as an A Level subject and it covers basic skills as needed in subjects which include mathematical content eg Biology, Physics, Chemistry, Design Technology, Psychology, Geography and Economics. It supports these subjects, presents Mathematics in real-life situations and develops problem-solving skills and strategies.
A Grade 4 in GCSE Maths is sufficient, to take the course.
PAPER 1 (1hr 30mins) 60 marks Estimation (Fermi), Data processing and analysis, Personal Finance PAPER 2 (1hr 30mins) 60 marks One of the options: 1) Statistical Analysis (Normal distribution, correlation, probability and estimation) 2) Critical Path and Risk Analysis (Expectation, Venn diagrams, CPA) 3) Graphical Interpretation (graphs of functions, intersection points, rates of change, exponential functions)
About Education Provider
| Region | South East |
| Local Authority | Kent |
| Ofsted Rating | |
| Gender Type | Girls |
| ISI Report | View Report |
| Boarding Fee | Day Boarding £35,582; Boarding £47,400 |
| Sixth Form Fee | Unknown |
| Address | Cranbrook Road, Benenden, Cranbrook, TN17 4AA |
AQA – LEVEL 3 CERTIFICATE IN MATHEMATICAL STUDIES This course is designed for those not taking Mathematics as an A Level subject and it covers basic skills as needed in subjects which include mathematical content eg Biology, Physics, Chemistry, Design Technology, Psychology, Geography and Economics. It supports these subjects, presents Mathematics in real-life situations and develops problem-solving skills and strategies.
A Grade 4 in GCSE Maths is sufficient, to take the course.
PAPER 1 (1hr 30mins) 60 marks Estimation (Fermi), Data processing and analysis, Personal Finance PAPER 2 (1hr 30mins) 60 marks One of the options: 1) Statistical Analysis (Normal distribution, correlation, probability and estimation) 2) Critical Path and Risk Analysis (Expectation, Venn diagrams, CPA) 3) Graphical Interpretation (graphs of functions, intersection points, rates of change, exponential functions)