Learn · ⁨学ぶ⁩

Pearson Edexcel · International A-Level · Mathematics

Choose a lesson to begin. · ⁨Lesson を選択して開始してください。⁩

Course units and learning goals · ⁨コース単元と学習目標⁩ →These lessons teach selected course objectives. Check the remaining coverage gaps; the material is not a complete preparation programme. · ⁨これらのレッスンは特定のコース目標に焦点を当てています。残りのカバー範囲のギャップを確認してください。この教材は完全な準備プログラムではありません。⁩

1 P1 · Pure Mathematics 1 0 / 7

1 Indices, surds and standard form · ⁨指数、累乗根、標準形⁩ 2 Quadratics and inequalities 3 Coordinate geometry and tangents 4 Right triangles and non-right triangles 5 Radians, identities and trigonometric equations 6 Derivatives and stationary points 7 Integrals, area and accumulation

2 P2 · Pure Mathematics 2 0 / 10

1 Deduction, contradiction and induction 2 Quadratics and inequalities 3 Coordinate geometry and tangents 4 Sequences, series and recurrence 5 Binomial expansion and valid approximations 6 Exponentials, logarithms and modelling 7 Radians, identities and trigonometric equations 8 Derivatives and stationary points 9 Integrals, area and accumulation 10 Root finding and numerical integration

3 P3 · Pure Mathematics 3 0 / 6

1 Domains, inverses and composition 2 Radians, identities and trigonometric equations 3 Exponentials, logarithms and modelling 4 Chain, product, quotient and implicit differentiation 5 Integrals, area and accumulation 6 Fixed-point iteration · ⁨固定点反復法⁩

4 P4 · Pure Mathematics 4 0 / 8

1 Deduction, contradiction and induction 2 Equations, identities and rearrangement 3 Binomial expansion and valid approximations 4 Conics, parametric curves and tangent reasoning 5 Chain, product, quotient and implicit differentiation 6 Substitution, parts and partial fractions 7 Differential equations and numerical solutions 8 Spatial vectors, lines and angles

5 M1 · Mechanics 1 0 / 4

1 Kinematics and Newton's laws · ⁨運動学とニュートンの法則⁩ 2 Vectors and transformation geometry · ⁨ベクトルと変換幾何⁩ 3 Moments, equilibrium and centres of mass 4 Inclined planes, friction and connected particles

6 M2 · Mechanics 2 0 / 4

1 Kinematics and Newton's laws · ⁨運動学とニュートンの法則⁩ 2 Moments, equilibrium and centres of mass 3 Work, energy, power and collisions 4 Projectile motion and variable acceleration

7 S1 · Statistics 1 0 / 4

1 Data summaries, histograms and interpretation 2 Probability, trees and conditional reasoning 3 Regression, financial models and residuals 4 Binomial, normal and Poisson models

8 S2 · Statistics 2 0 / 4

1 Binomial, normal and Poisson models 2 Sampling and a large data set 3 Hypothesis testing and contextual conclusions 4 Continuous distributions and density functions

9 D1 · Decision Mathematics 1 0 / 3

1 Algorithms, networks and linear programming 2 Critical paths and scheduling 3 Sorting, packing and network algorithms