@Zacken @TeeEm @physicsmaths The new OCR MEI draft specifications, along with specimen papers and mark schemes, for the new (from 2017) A-Level Mathematics have been published and submitted to Ofqual. Available at
http://www.ocr.org.uk/qualifications/as-a-level-gce-mathematics-b-mei-h630-h640-from-2017/Some important points that I've noted down from the presentation at
https://www.youtube.com/watch?v=mO-bwKre-n8There are no more modules, instead 3 linear papers. All three papers are 2 hours long, and all students have to study both statistics and mechanics.
Paper 1 is Pure & Mechanics; Paper 2 is Pure & Statistics, Paper 3 is Pure & Comprehension (the Comprehension, like that of the current MEI C4, involves reading a mathematical article and answering questions about it).
The Statistics section includes questions on a real large data set distributed to students before the exam (probably in March if the exam is in June, I would guess). For example, the one included with the specimen papers includes data about different countries in the world, including population, birth rate, and life expectancy. The data set will change each year.
Like the current MEI papers, Papers 1 and 2 have Sections A & B, with Section A having short and straightforward questions, and Section B having longer and more difficult questions. Applied questions can feature in either section. Section B will be 20 to 25 marks and Section B will be 75 to 80 marks, for a total of 100, so their is a heavy weighting towards the more difficult questions. The intention is that the questions gradually increase in difficulty throughout the paper.
For paper 3, the weighting is different: 60 marks on pure maths and 15 marks on the comprehension, for a total of 75. The comprehension will always assess pure rather than applied content. It will also be shorter than current C4 comprehensions.
An example of a Section A question:
The diagram (which I won't show here) shows a sector of a circle of radius 5cm. The length of the arc of the sector is 2cm. Find the angle of the sector in radians, and the area of the sector.
An example of a hard Section B question (right at the end of the paper):
Fig. 15 (which again I won't show here) shows a uniform shelf AB of weight W which is 180cm long and rests on supports at points C and D. C is 30cm from A and D is 60cm from B. Determine the range of positions a point of load 3W could be placed on the shelf without it tipping.
Note that there will also be easier problem-solving questions, for example:
A circle has equation (x-4)^2+(y-1)^2=10. The points A(7,0) and D(5,4) lie on the circumference and AB is a diameter of the circle. The point C is the centre of the circle. Show that triangle ABD is isoceles.
Also there is now a requirement for greater use of technology in A-Level Maths, so for example candidates must now have a calculator that can calculate standard probabilities for e.g. the Normal distribution, as statistical tables will no longer be provided. Students will also be expected to know how a spreadsheet works, and to explain how values in certain cells are calculated.