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Pearson Edexcel · International A-Level · Pure Mathematics
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Course units and learning goals · Unit kursus dan tujuan pembelajaran →These lessons teach selected course objectives. Check the remaining coverage gaps; the material is not a complete preparation programme. · Pelajaran ini mengajarkan tujuan kursus tertentu. Periksa kesenjangan cakupan yang tersisa; materi ini bukan program persiapan lengkap.
1 P1 · Pure Mathematics 1 0 / 7
1
Indices, surds and standard form · Indeks, bentuk akar dan notasi baku
2
Quadratics and inequalities · Kuadrat dan ketaksamaan
3
Coordinate geometry and tangents · Geometri koordinat dan garis singgung
4
Right triangles and non-right triangles · Segitiga siku-siku dan segitiga bukan siku-siku
5
Radians, identities and trigonometric equations
6
Derivatives and stationary points · Turunan dan titik stasioner
7
Integrals, area and accumulation · Integral, luas, dan akumulasi
2 P2 · Pure Mathematics 2 0 / 10
1
Deduction, contradiction and induction · Deduksi, kontradiksi, dan induksi
2
Quadratics and inequalities · Kuadrat dan ketaksamaan
3
Coordinate geometry and tangents · Geometri koordinat dan garis singgung
4
Sequences, series and recurrence · Barisan, deret, dan rekurensi
5
Binomial expansion and valid approximations · Ekspansi binomial dan pendekatan yang valid
6
Exponentials, logarithms and modelling · Eksponensial, logaritma, dan pemodelan
7
Radians, identities and trigonometric equations
8
Derivatives and stationary points · Turunan dan titik stasioner
9
Integrals, area and accumulation · Integral, luas, dan akumulasi
10
Root finding and numerical integration · Pencarian akar dan integrasi numerik
3 P3 · Pure Mathematics 3 0 / 6
1
Domains, inverses and composition · Domain, invers, dan komposisi
2
Radians, identities and trigonometric equations
3
Exponentials, logarithms and modelling · Eksponensial, logaritma, dan pemodelan
4
Chain, product, quotient and implicit differentiation · Rantai, perkalian, pembagian, dan diferensiasi implisit
5
Integrals, area and accumulation · Integral, luas, dan akumulasi
6
Fixed-point iteration
4 P4 · Pure Mathematics 4 0 / 8
1
Deduction, contradiction and induction · Deduksi, kontradiksi, dan induksi
2
Equations, identities and rearrangement
3
Binomial expansion and valid approximations · Ekspansi binomial dan pendekatan yang valid
4
Conics, parametric curves and tangent reasoning
5
Chain, product, quotient and implicit differentiation · Rantai, perkalian, pembagian, dan diferensiasi implisit
6
Substitution, parts and partial fractions · Substitusi, pecahan parsial
7
Differential equations and numerical solutions · Persamaan diferensial dan solusi numerik
8
Spatial vectors, lines and angles · Vektor spasial, garis, dan sudut
5 FP1 · Further Pure Mathematics 1 0 / 6
1
Complex arithmetic and quadratic roots
2
Parabolas and rectangular hyperbolas
3
Matrix operations, inverses and plane transformations
4
Bisection and Newton root finding · Biseksi dan pencarian akar Newton
5
Finite sums and induction
6
Deduction, contradiction and induction · Deduksi, kontradiksi, dan induksi
6 FP2 · Further Pure Mathematics 2 0 / 6
1
Quadratics and inequalities · Kuadrat dan ketaksamaan
2
Series, finite differences and Taylor expansions · Deret, beda hingga, dan ekspansi Taylor
3
Complex numbers and roots
4
Differential equations and numerical solutions · Persamaan diferensial dan solusi numerik
5
Second-order linear differential equations · Persamaan diferensial linear orde dua
6
Polar curves and area · Kurva polar dan luas
7 FP3 · Further Pure Mathematics 3 0 / 6
1
Hyperbolic functions and inverse relations · Fungsi hiperbolik dan hubungan invers
2
Conics, parametric curves and tangent reasoning
3
Chain, product, quotient and implicit differentiation · Rantai, perkalian, pembagian, dan diferensiasi implisit
4
Substitution, parts and partial fractions · Substitusi, pecahan parsial
5
Spatial vectors, lines and angles · Vektor spasial, garis, dan sudut
6
Matrix transformations, inverses and eigenvalues