Edexcel A Level Maths: Year 1 and 2: Bridging Edition
$64.50

Edexcel A Level Maths: Year 1 and 2: Bridging Edition

By Katie Wood, Mark Rowlands, Brian Jefferson, David Bowles, Eddie Mullan, Garry Wiseman, John Rayneau, Mike Heylings, Rob Wagner, Paul Williams, Tony Beadsworth, C P Rourke, Mark Gaulter, Brian Gaulter, Robert Smedley, Ian Cook, Graham Upton, Thorning, Sadler
US$ 64.50
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Book Description

Endorsed for Edexcel, this Student Book offers full support for A Level Maths (2017 specification), across pure, mechanics and statistics. Bridging units at the start of Year 1 chapters provide the ideal springboard from GCSE, with extensive examples and exercises. Practice assessments are written in the new exam style.

Table of Contents
  • Front Cover
  • IFC
  • Title Page
  • Imprint
  • Contents
  • About this book
  • Year 1/AS Level
    • PURE
      • Chapter 1: Algebra 1
        • Introduction
        • Bridging Unit 1
          • Topic A: Indices and surds
          • Topic B: Solving linear equations and rearranging formulae
          • Topic C: Factorising quadratics and simple cubics
          • Topic D: Completing the square
          • Topic E: The quadratic formula
          • Topic F: Line graphs
          • Topic G: Circles
        • 1.2 Index laws
        • 1.3 Surds
        • 1.4 Quadratic functions
        • 1.5 Lines and circles
        • 1.6 Simultaneous equations
        • 1.7 Inequalities
        • Summary and review
        • Exploration
        • Assessment
      • Chapter 7: Units and kinematics
        • Introduction
        • Bridging Unit 7
          • Topic A: Kinematics
        • 7.2 Motion in a straight line – definitions and graphs
        • 7.3 Equations of motion for constant acceleration
        • 7.4 Motion with variable acceleration
        • Summary and review
        • Exploration
        • Assessment
      • Chapter 9: Collecting, representing and interpreting data
        • Introduction
        • Bridging Unit 9
          • Topic A: Averages
          • Topic B: Measures of spread
          • Topic C: Histograms
        • 9.2 Central tendency and spread
        • 9.3 Single-variable data
        • 9.4 Bivariate data
        • Summary and review
        • Exploration
        • Assessment
    • PURE
      • Chapter 12: Algebra 2
        • Introduction
        • 12.1 Further mathematical proof
        • 12.2 Functions
        • 12.3 Parametric equations
        • 12.4 Algebraic fractions
        • 12.5 Partial fractions
        • 12.6 Vectors in 3D
        • Summary and review
        • Exploration
        • Assessment
      • Chapter 18: Motion in two dimensions
        • Introduction
        • 18.1 Two-dimensional motion with constant acceleration
        • 18.2 Two-dimensional motion with variable acceleration
        • 18.3 Motion under gravity 2
        • 18.4 Motion under forces
        • Summary and review
        • Exploration
        • Assessment
      • Chapter 20 Probability and continuous random variables
        • Introduction
        • 20.1 Conditional probability
        • 20.2 Modelling with probability
        • 20.3 The Normal distribution
        • 20.4 Using the Normal distribution as an approximation to the binomial
        • Summary and review
        • Exploration
        • Assessment
  • 1.1 Argument and proof
  • Chapter 2: Polynomials and the binomial theorem
    • Introduction
    • Bridging Unit 2
      • Topic A: Expanding brackets
      • Topic B: Algebraic division
      • Topic C: Cubic, quartic and reciprocal graphs
    • 2.2 The binomial theorem
    • 2.3 Algebraic division
    • 2.4 Curve sketching
    • Summary and review
    • Exploration
    • Assessment
  • 2.1 Expanding and factorising
  • Chapter 3: Trigonometry
    • Introduction
    • Bridging Unit 3
      • Topic A: Trigonometry 1
      • Topic B: Trigonometry 2
    • 3.2 The sine and cosine rules
    • Summary and review
    • Exploration
    • Assessment
  • 3.1 Sine, cosine and tangent
  • Chapter 4: Differentiation and integration
    • Introduction
    • Bridging Unit 4
      • Topic A: Coordinate geometry
    • 4.2 Differentiating axn and Leibniz notation
    • 4.3 Rates of change
    • 4.4 Tangents and normals
    • 4.5 Turning points
    • 4.6 Integration
    • 4.7 Area under a curve
    • Summary and review
    • Exploration
    • Assessment
  • 4.1 Differentiation from first principles
  • Chapter 5: Exponentials and logarithms
    • Introduction
    • Bridging Unit 5
      • Topic A: Exponentials and logarithms
    • 5.2 Exponential functions
    • 5.3 Exponential processes
    • 5.4 Curve fitting
    • Summary and review
    • Exploration
    • Assessment
  • 5.1 The laws of logarithms
  • Chapter 6: Vectors
    • Introduction
    • 6.1 Definitions and properties
    • 6.2 Components of a vector
    • Summary and review
    • Exploration
    • Assessment
    • Assessment, chapters 1–6: Pure
  • MECHANICS
  • 7.1 Standard units and basic dimensions
  • Chapter 8: Forces and Newton’s laws
    • Introduction
    • Bridging Unit 8
      • Topic A: Forces and Newton's laws
    • 8.2 Dynamics 1
    • 8.3 Motion under gravity
    • 8.4 Systems of forces
    • Summary and review
    • Exploration
    • Assessment
    • Assessment, chapters 7–8: Mechanics
  • 8.1 Forces 1
  • STATISTICS
  • 9.1 Sampling
  • Chapter 10: Probability and discrete random variables
    • Introduction
    • 10.1 Probability
    • 10.2 Binomial distribution
    • Summary and review
    • Exploration
    • Assessment
  • Chapter 11: Hypothesis testing 1
    • Introduction
    • Bridging Unit 11
      • Topic A: Hypothesis testing
    • 11.2 The critical region
    • Summary and review
    • Exploration
    • Assesment
  • 11.1 Formulating a test
  • Assessment, chapters 9–11: Statistics
  • Year 2
  • Chapter 13: Sequences
    • Introduction
    • 13.1 The binomial series
    • 13.2 Introduction to sequences
    • 13.3 Arithmetic sequences
    • 13.4 Geometric sequences
    • Summary and review
    • Exploration
    • Assessment
  • Chapter 14: Trigonometric identities
    • Introduction
    • 14.1 Radians
    • 14.2 Reciprocal and inverse trigonometric functions
    • 14.3 Compound angles
    • 14.4 Equivalent forms for a cos θ + b sin θ
    • Summary and review
    • Exploration
    • Assessment
  • Chapter 15: Differentiation 2
    • Introduction
    • 15.1 The shapes of functions
    • 15.2 Trigonometric function
    • 15.3 Exponential and logarithmic functions
    • 15.4 The product and quotient rules
    • 15.5 The chain rule
    • 15.6 Inverse functions
    • 15.7 Implicit differentiation
    • 15.8 Parametric functions
    • Summary and review
    • Exploration
    • Assessment
  • Chapter 16: Integration and differential equations
    • Introduction
    • 16.1 Standard integrals
    • 16.2 Integration by substitution
    • 16.3 Integration by parts
    • 16.4 Integrating rational functions
    • 16.5 Integrating parametric functions
    • 16.6 Differential equations
    • Summary and review
    • Exploration
    • Assessment
  • Chapter 17: Numerical methods
    • Introduction
    • 17.1 Simple root finding
    • 17.2 Iterative root finding
    • 17.3 Newton-Raphson root finding
    • 17.4 Numerical integration
    • Summary and review
    • Exploration
    • Assessment
    • Assessment, chapters 12–17: Pure
  • MECHANICS
  • Chapter 19: Forces 2
    • Introduction
    • 19.1 Statics
    • 19.2 Dynamics 2
    • 19.3 Moments
    • Summary and review
    • Exploration
    • Assessment
    • Assessment, chapters 18–19: Mechanics
  • STATISTICS
  • Chapter 21: Hypothesis testing 2
    • Introduction
    • 21.1 Testing correlation
    • 21.2 Testing a Normal distribution
    • Summary and review
    • Exploration
    • Assessment
  • Assessment, chapters 20–21: Statistics
  • Mathematical formulae
  • Statistical tables
  • Mathematical formulae – to learn
  • Mathematical notation
  • Answers
  • Index
  • IBC
  • Back Cover
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