Why study AS level core maths?
This qualification is designed to consolidate and build on your mathematical understanding at GCSE, as well as develop your mathematical understanding and skills further in the application of maths to authentic problems. You will gain a deeper competence in the selection and
use of mathematical techniques used at GCSE and beyond, develop confidence in representing and analysing authentic situations mathematically and applying maths address related questions and issues. You will also build skills in mathematical thinking, reasoning and communication.
Level: AS level
Board: OCR
Head of department:
Mrs C Reeves
Entry requirement: Five grade 5s at GCSE including English and maths
How will AS level core maths be delivered?
Unit | Content |
Mathematical argument, language and proof | Develops understanding of mathematical language, structure, and logical proof |
Mathematical problem-solving | Teaches strategies for solving unfamiliar problems using mathematical techniques |
Mathematical modelling | Focuses on applying mathematics to real-world situations and interpreting results |
Assessment
Assessment is by two exams, both 90-minutes long and 60 marks each. Both exams will contain questions based on pre-release material that is given two months in advance. There will be a real life problem that needs to be addressed such as Income Tax and National Insurance payments.
Component | Details |
Paper 1 | Written Exam – 1 hr 30 mins (60 marks) |
Covers compulsory content: data analysis, finance, estimation, and critical analysis | |
Paper 2a or 2b | Written Exam – 1 hr 30 mins (60 marks) |
Choice between statistical techniques (2A) or graphical techniques (2B), based on school preference | |
Assessment notes | Both papers are calculator-based and require real-world problem solving and interpretation of resources such as spreadsheets and reports |
Progress
This is a new government and employer sponsored course to help students progress mathematically and gain the skills they will need to complete university courses and compete in the emerging employer markets. In particular it is important to students progressing to higher education courses with distinct mathematical or statistical elements such as, product design, economics, business, geography, science and engineering. Core maths will be invaluable to any student pursuing a career in a professional or technical field.