In addition, there is an âIntroduction and overviewâ section. But this isnât the answer as the right hand side contains a y. Made by expert teachers. Answers without working may not gain full credit. The New 2017 A level page Formula Book All C1 Revsion Notes All C2 Revsion Notes All C3 Revsion Notes All C4 Revsion Notes MEI pure maths AS (Year 1) video tutorials. A Level (Edexcel) All A level questions arranged by topic. Although you can say that a concave down is the same as concave up, I believe that just saying 'concave' means the 2nd derivative is negative. The Integral Mathematics Resources website uses the Moodle Virtual Learning Environment (VLE), which is an open- ... EdExcel C3 has topics Algebra and functions, Numerical methods, Trigonometry, and Differentiation. Differentiation, finding gradient, Finding differentials of trigonometrical functions, finding second derivative. Pearson Education accepts no responsibility whatsoever for the accuracy or method of working in the answers given. Your road to success. MEI's virtual learning environment, Integral, contains extensive resources to support the teaching and learning of many mathematics courses, including A level Mathematics and Further Mathematics (in all specifications) and Core Maths. For further samples and more information please visit www.integralmaths.org I have a comment on concave/convex. Each topic has an Overview section and up to 4 content sections. Integral also contains many interactive resources which are designed to be used on screen. Integration math tests for Foundation mathematics. In order to do this we use the well-known trig identity: sin2 y + cos2 y = 1: We rearrange this identity to get: cosy = q 1 sin2 y: But from equation (1) we know that x = siny. This series of A Level assessments and answers covers core maths, decision maths, further pure, mechanics and statistics. Questions are taken from the pre 2010 exam papers. Additional Mathematics Differentiation 1 of 5 05/06/13 © MEI Topic assessment 1 Find the gradient function of the following. Subscribing to A level resources. We need to rewrite cosy in terms of x. The below are sample documents from Integral. Made by expert teachers. (i) yx 3 4 [2] (ii) y x x 4 2 532 [3] Mr P Ross 5th Nov 2020 Flag Comment. Edexcel AS Maths: Pure exam revision with questions, model answers & video solutions for Applications of Differentiation. I feel that these are the wrong way round on slide 37. Great slides, thank you. Edexcel AS Maths: Pure exam revision with questions, model answers & video solutions for Differentiation. View the index which contains links to video tutorials covering the specification. Suitable for AQA, Edexcel and OCR, these comprehensive assessments are perfect for topic tests, homeworks and revision. Integral. 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