I have a comment on concave/convex. A sample of an activity to support the delivery of sequences. - A guide showing how legacy AS and A2 units map to the new AS and A Level specifications. 1. It includes links to free online resources. It includes links to free online resources. - This guide will help teachers plan and teach the Pure mathematics: proof section of the new specification. dy. C3 Differentiation - Log, Exponential & Trig Functions 7 MS C3 Differentiation - Log, Exponential & Trig Functions 7 QP C3 Differentiation - Product, Quotient, Chain Rules & Rate of Change 1 MS - This guide will help teachers plan and teach the Statistics: data presentation and interpretation section of the new specification. Integral also contains many interactive resources which are designed to be used on screen. Does anyone have the answers to the integral topic assessments? Whilst these questions are predominantly for the OCR and Edexcel exam boards, due to the fact that all exam boards must now all examine broadly the same content, they are useful when preparing yourself for A Level maths exams across all of the four exam boards; OCR, OCR MEI, Edexcel and AQA. MEI A-level maths and further maths video tutorials and past papers covering pure mathematics, statistics and mechanics for the specification Ideal to use as starter activities. Overarching theme 1: Mathematical argument, language and proof . If you're a student in the UK and your school or college doesn't already use Integral then you can take out your own subscription. du 6u5 2x Using the chain rule: dx du dx 12x( x2 1)5 [3] 1 (sin x)1 sin x du cos x Let u sin x dx dy 1 y u1 u2 2 du u dy. Questions flagged ‘P’ are designed to develop problem-solving skills. Differentiation, in mathematics, process of finding the derivative, or rate of change, of a function. A sample of a student worksheet to accompany the lesson on using technology to analyse large data sets: sorting and filtering data using Excel. Suitable for AQA, Edexcel and OCR, these comprehensive assessments are perfect for topic tests, homeworks and revision. Integral. Solutions to Topic assessment. When preparing for A Level Maths exams, it is extremely useful to tackle exam questions on a topic-by-topic basis. MEI, 04/11/08 EdExcel C3 Differentiation Assessment solutions 2 6 1. y ( x 1) 2 Let u x 1 . y u6. Huge thanks to all individuals and organisations who share teaching resources. It includes links to free online resources. Expand (3 2 x)4 . Tes Classic Free Licence. - Questions relating to the Pure mathematics: vectors section of the new AS/A Level Maths B (MEI) specification. It includes links to free online resources. Create and export your own schemes of work based on specification statements and our new teaching and learning resources. Further information can be found at MEI Integral and MEI's 'Mechanics walkthroughs' video. It includes links to free online resources. 6u5 dy. The eight chapters of this book cover the pure mathematics in AS level. In contrast to the abstract nature of the theory behind it, the practical technique of differentiation can be carried out by purely algebraic manipulations, using three basic derivatives, four 2. y cosec x . It includes links to free online resources. The series also contains a more advanced book for pure mathematics and one each for mechanics and statistics. - This zip file contains questions relating to various sections of the new AS and A Level Maths B (MEI) specification and a teacher guide. It is mandatory to procure user consent prior to running these cookies on your website. EdExcel Core 3 Differentiation Topic assessment 1. Expand (3 2 x)4 . A Level Further Maths Easter Revision Course, A Level Further Maths Revision Course Overview, Attend Lesson / Lesson Archives (Requires Subscription), Bridging the Gap between GCSE and A Level, How To Revise A Level Maths and Further Maths, Connected Particles and Newton’s Third Law, Kinematics (Velocity and Displacement Time Graphs), Kinematics with Constant Acceleration (SUVAT), Practical Applications of Differentiation, Finding the Equation of a Curve Given the Differential, Laws of Logarithms and Logarithmic Equations, Sine and Cosine Rules and Area of a Triangle, Resolving Non-Perpendicular Forces at a Point, Statics and Dynamics in 2d Without Friction, Problem Solving with Moments in 1 and 2 Dimensions, Rational Functions and Polynomial Division, Compound Angle Formulae – Rcos(x) and Rsin(x), Solving Equations Using Compound Angle Formulae, Further Trig and Reciprocal Trig Functions, Differentiation (Chain, Product and Quotient Rules) Introductory, Differentiation (Chain, Product and Quotient Rules) Harder, Integration Involving Trigonometric Functions, Purchase: TLMaths’ Bumper Book of Integration, Cobweb and Staircase Diagrams in Numerical Methods, Conditional Probability and Venn Diagrams, Conditional Probability with Tree Diagrams and Two-Way Tables, Hypothesis Testing for the Sample Mean of a Normal Distribution, Normal Approximation to Binomial Distribution (OCR Only). 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