โ Scribed by L. Bostock, S. Chandler.
No coin nor oath required. For personal study only.
Assuming GCSE as a starting point (National Curriculum Level 7/8), this A-Level mathematics text provides transitional material in the early chapters for students from a variety of mathematical backgrounds, and caters for a wide spread of ability. It contains the core for A-Level mathematics as outlined in all examination board syllabuses, and additional coverage is included to cater for the pure maths content of A-Level mathematics courses combining pure maths with mechanics / statistics / decision (discrete) maths, and the first half of A-Level pure mathematics.
Core Maths for A-Level Bostock and Chandler.pdf
Core Maths for A-Level Bostock and Chandler
Core Maths for A-Level Bostock and Chandler.pdf
Core Maths for A-Level Bostock and Chandler.pdf
Core Maths for A-Level Bostock and Chandler.pdf
Core Maths for A-Level Bostock and Chandler
Front Pages
Chapter 1 - Algebra 1
Chapter 2 - Fractions
Chapter 3 - Surds and Indices
Chapter 4 - Quadratic Equations and Simultaneous Equations
Consolidation A
Chapter 10 - Circle Geometry
Chapter 5 - Straight Line geometry
Chapter 6 - Coordinate Geometry
Chapter 7 - Obtuse Angles,Sine and Cosine Formulae
Chapter 8 - Triangles
Chapter 9 - Straight Lines 1
Chapter 10 - Circle Geometry
Chapter 11 - Radians,Arcs and Sectors
Chapter 12 - Functions
Chapter 13 - Inequalities
Chapter 14 - Differentiation (Basic)
Chapter 15 - Tangents,Normals and Stationary Points
Chapter 16 - Trignometric Functions
Chapter 17 - Trignometric Identities and Equations
Chapter 18 - Compound Angle Identities
Chapter 19 - Differentiation of Compound Functions
Chapter 20 - Exponential and Logarithmic Functions
Chapter 21 - Further Trignometric Identities
Chapter 22 - Further Trignometric Functions
Chapter 23 - Differentiation of Trignometric Functions
Chapter 24 - Differentiating Implicit and Parametric Functions
Chapter 25 - Applications of Differentiation
Consolidation D
Chapter 26 - Straight Lines 2
Chapter 27 - Coordinate Geometry and Curves
Chapter 28 - Basic Integration
Chapter 29 - Further Integration 1
Chapter 30 - Algebra 2
Chapter 31 - Further Integration 2
Chapter 32 - Systematic Integration
Chapter 33 - Applications of Calculus
Consolidation E
Chapter 34 - Number Series
Chapter 35 - Purmutations and Combinations
Chapter 36 - The Binomial Theorem and Other Power Series
Chapter 37 - Curve Sketching
Chapter 38 - Solution of Equations
Chapter 39 - Working in Three Dimensions
Chapter 40 - Complex Numbers
Consolidation G
Answers
Index
Back Cover
๐ SIMILAR VOLUMES
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