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Edexcel A1 AS Level maths specification
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spec Videos Page Length (mins) Watch by lesson Tick when watched 0 8 th Sept P2 Solving simultaneous equations 3-4 6 1 2 3 P2 Completing the square when a is not 1 5 3 1 2 3 1 15 th Sept P3 Midpoint, distance, gradient, area 6-8 6 1 2 3 P3 Straight line graphs 9-11 7 1 2 3 P2 Sketching quadratic graphs 12-14 13 1 2 3 P2 Hidden quadratics 15 1 1 2 3 P2 Quadratic modelling 16-17 5 1 2 3 2 22 nd Sept P2 Solving linear and quadratic inequalities including set notation 18-20 6 1 2 3 P2 Sketching linear and quadratic inequalities 21-22 6 1 2 3 P3 Circles 23-25 7 1 2 3 P2 The discriminant 26-28 6 1 2 3 3 29th Sept P2 Algebraic division and equating coefficients 29-32 10 1 2 3 P2 The factor theorem and factorising cubics 33-36 6 1 2 3 P2 Sketching cubic graphs 37-38 8 1 2 3 P2 Sketching quartic graphs 39-40 7 1 2 3 P2 Other graphs you should know 41 - 1 2 3 P2 Graph transformations 42-46 12 1 2 3 4 6 th Oct SM7 The language of kinematics and ST graphs 47-49 11 1 2 3 SM7 VT graphs 50-53 12 1 2 3 SM7 Deriving the SUVAT equations 54-55 5 1 2 3 SM7 Horizontal SUVAT 56-58 8 1 2 3 SM7 Vertical SUVAT 59-62 9 1 2 3 5 13
th Oct SM2 Measures of location and spread for a list 64-65 13 1 2 3 SM2 Measures of location and spread for frequency tables including Interpolation 66-71 9 1 2 3 SM2 Using your calculator for the mean and standard deviation 72 1 1 2 3 SM2 Outliers, box plots and critiquing data 73-75 7 1 2 3 SM2 Coding 76-77 6 1 2 3 SM2 Combined mean and standard deviation 78-79 3 1 2 3 SM8 Newtonโs laws of motion 2 4 1 2 3 SM8 Resolving forces horizontally and vertically 3-8 14 1 2 3 SM8 Resolving forces at an angle 9-15 14 1 2 3 SM8 Resolving forces on an inclined plane 16-21 9 1 2 3 OCT HALF TERM 7 3 rd Nov P7 An introduction to differentiation 22-24 9 1 2 3 P7 Equations of tangents and normals 25-27 5 1 2 3 P7 Sketching gradient functions 28 6 1 2 3 P7 Differentiation from first principles 29-31 5 1 2 3 8 10 th Nov READING WEEK 9 17 th Nov P7 Stationary points 32-35 9 1 2 3 P7 Increasing and decreasing functions 36-37 3 1 2 3 P7 Optimisation (max/ min problems) 38-40 7 1 2 3
P4 Finite Binomial expansion where ๐ is a positive integer 27-30 11 1 2 3 16 19th Jan P8 Indefinite Integration 31-32 5 1 2 3 P8 Integration as the limit of a sum 33-34 5 1 2 3 P8 The Fundamental Theorem of Calculus 35-36 6 1 2 3 P8 Definite integration โ simple areas under curves 37-39 5 1 2 3 P8 Definite integration โ trickier areas under curves 40-42 5 1 2 3 17 26 th Jan SM8 Connected particles โ car/caravans 43-46 9 1 2 3 SM8 Connected particles โ pulleys 47-49 10 1 2 3 SM8 Connected particles โ slopes 50-52 8 1 2 3 SM8 Connected particles โ lifts 53 4 1 2 3 SM8 Connected particles โ scale pans 54-55 4 1 2 3 18 2 nd Feb P10 2D Vectors 56-60 12 1 2 3 P10 3D Vectors 61-63 6 1 2 3 P10 2D and 3D Geometric vector problems 64-66 6 1 2 3 SM8 Vectors in mechanics โ ๐น = ๐๐ 67-69 4 1 2 3 SM7 Vectors in kinematics (ships/walkers) 70-75 12 1 2 3 SM7 Collisions with ships/walkers 76-7M4 Simple Discrete Random Variables DRVs 2-4 10 1 2 3 SM4 Trickier Discrete Random Variables DRVs 5-6 6 1 2 3 SM4 The Binomial distribution 7-12 9 1 2 3 SM4 Trickier Binomial 13-16 5 1 2 3 FEB HALF TERM 20 23rd Feb P5 Reciprocal trig graphs (sec, cosec, cot) 17-19 6 1 2 3 P5 Reciprocal trig equations and proofs 20-23 8 1 2 3 P5 Pythagorean trig identities,
equations and proofs 24-27 7 1 2 3 21 2 nd March SM7 Projectiles 28-33 14 1 2 3 SM7 Projectiles with vectors 34 4 1 2 3 SM7 Projectile motion formulae 35-37 3 1 2 3 22 9 th March P7 The chain rule 38-40 5 1 2 3 P7 Differentiating ๐ ๐ฅ and ๐ ๐ฅ 41-43 5 1 2 3 P7 Differentiating ๐๐๐ฅ 44-45 5 1 2 3 P7 Differentiating ๐ ๐๐ and ๐๐๐ 46-48 7 1 2 3 P7 The product rule 49-51 5 1 2 3 P7 The quotient rule 52-55 8 1 2 3 P7 Differentiating ๐ก๐๐, ๐ ๐๐, ๐๐๐ก, ๐๐๐ ๐๐ and the six differentials