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Report CopyRight/DMCA Form For : Introduction To A Level Mathematics And A Level Further

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Specification,GCE Mathematics, Pearson Edexcel Level 3 Advanced Subsidiary GCE in Mathematics 8371. Pearson Edexcel Level 3 Advanced GCE in Mathematics 9371. In year 12 you will study three modules in order to complete your AS Mathematics Core 1 Core 2. and Mechanics 1, Core 1 will be taught for the duration of half a year for 4 lessons per week Once this module has. been completed around January teaching for Core 2 will begin Mechanics 1 will be taught for the. duration of year 12 and will be timetabled for 2 lessons per week. The content of the modules are detailed below,Core Mathematics. C1 Algebra and functions coordinate geometry in the x y plane sequences and series. differentiation integration, C2 Algebra and functions coordinate geometry in the x y plane sequences and series. trigonometry exponentials and logarithms differentiation integration. M1 Mathematical models in mechanics vectors in mechanics kinematics of a particle. moving in a straight line dynamics of a particle moving in a straight line or plane. statics of a particle moments, In year 13 you will study three modules in order to complete your A2 Mathematics Core 3 Core.

4 and Statistics 1, Core 3 will be taught for the duration of half a year for 4 lessons per week Once this module has. been completed around January teaching for Core 4 will begin Statistics will be taught for the. duration of year 13 and will be timetabled for 2 lessons per week. The content of the modules are detailed below,Core Mathematics. C3 Algebra and functions trigonometry exponentials and logarithms differentiation. numerical methods, C4 Algebra and functions coordinate geometry in the x y plane sequences and series. differentiation integration vectors,Statistics, S1 Mathematical models in probability and statistics representation and summary of. data probability correlation and regression discrete random variables discrete. distributions the Normal distribution,Summary of Assessment Requirements.

Unit Unit Method of AS GCE,Unit Title Level Availability. Number Code Assessment Weighting Weighting,Core 1 written 33 3 of. C1 6663 AS June Advanced,Mathematics 1 paper AS,Core 1 written 33 3 of. C2 6664 AS June Advanced,Mathematics 2 paper AS,Core 1 written 33 3 of. C3 6665 A2 June Advanced,Mathematics 3 paper AS,Core 1 written 33 3 of.

C4 6666 A2 June Advanced,Mathematics 3 paper AS,1 written 33 3 of. M1 Mechanics 1 6677 AS June Advanced,1 written 33 3 of. S1 Statistics 1 6683 AS June Advanced,Other Information. All examination papers last 1 hour 30 minutes,All examination papers have 75 marks. C1 is a non calculator paper for all other unit examinations calculators can be used. Preparation for the Course, In order to be fully prepared for your AS Mathematics studies the following is recommended.

Complete the A to A Online Booster worksheets on MyMaths. http www mymaths co uk, See Miss McIlfatrick to set up an account if you do not have one. Purchase a study guide to help bridge the gap between GSCE and AS Level Mathematics. Any of the following would be appropriate, ISBN 10 0007410239 ISBN 10 1841469939 ISBN 10 0521893569. ISBN 13 978 0007410231 ISBN 13 978 1841469935 ISBN 13 978 0521893565. Specification,GCE Further Mathematics, Pearson Edexcel Level 3 Advanced Subsidiary GCE in Further Mathematics 8372. Pearson Edexcel Level 3 Advanced GCE in Further Mathematics 9372. In year 12 you will study three modules in order to complete your AS Further Mathematics. Further Pure 1 Decision 1 and Decision 2, Decision 1 will be taught for the duration of half a year for 2 lessons per week Once this module. has been completed by end of December teaching for Decision 2 will begin Further Pure 1 will be. taught for the duration of year 12 and will be timetabled for 2 lessons per week. The content of the modules are detailed below,Further Pure.

FP1 Series complex numbers numerical solution of equations coordinate systems matrix. algebra proof, D1 Algorithms algorithms on graphs the route inspection problem critical path analysis. linear programming matchings, D2 Transportation problems allocation assignment problems the travelling salesman. game theory further linear programming dynamic programming flows in networks. In year 13 you will study three modules in order to complete your A2 Further Mathematics. Further Pure 2 Further Pure 3 and Mechanics 2,The content of the modules are detailed below. Further Pure, FP2 Inequalities series first order differential equations second order differential. equations further complex numbers Maclaurin and Taylor series. FP3 Further matrix algebra vectors hyperbolic functions differentiation integration. further coordinate systems, M2 Kinematics of a particle moving in a straight line or plane centres of mass work and.

energy collisions statics of rigid bodies,Summary of Assessment Requirements. Unit Unit Method of AS GCE,Unit Title Level Availability. Number Code Assessment Weighting Weighting,1 written 33 3 of. FP1 Further Pure 1 6667 AS June Advanced,1 written 33 3 of. FP2 Further Pure 2 6668 A2 June Advanced,1 written 33 3 of.

FP3 Further Pure 3 6669 A2 June Advanced,1 written 33 3 of. D1 Decision 1 6689 AS June Advanced,1 written 33 3 of. D2 Decision 2 6690 A2 June Advanced,1 written 33 3 of. M2 Mechanics 2 6678 A2 June Advanced,Other Information. All examination papers last 1 hour 30 minutes,All examination papers have 75 marks.

SECTION 1 PREPARATION FOR AS MATHS AS FURTHER MATHS PURE. Chapter 1 Algebra Number 1,Chapter 2 Algebra Number 2. Chapter 3 Coordinate Geometry,Chapter 4 Geometry 1. Introduction to A Level Mathematics and A Level Further Mathematics at The Highcrest Academy Your AS Level in Mathematics is made up of two pure Maths modules Core 1 amp Core 2 and an applied Maths module Mechanics 1 In order to fully prepare for the course you must complete the highlighted questions from section 1 AND all of section 2 If it is your intention to study AS Further

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