\$36.75

# Edexcel A Level Maths: Year 1 / AS Level: Bridging Edition

By Katie Wood, 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\$ 36.75
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Book Description

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

• Front Cover
• Title Page
• Contents
• 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
• 1.1 Argument and proof
• 1.2 Index laws
• 1.3 Surds
• 1.5 Lines and circles
• 1.6 Simultaneous equations
• 1.7 Inequalities
• Summary and review
• Exploration
• Assessment
• 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
• 2.1 Expanding and factorising
• 2.2 The binomial theorem
• 2.3 Algebraic division
• 2.4 Curve sketching
• Summary and review
• Exploration
• Assessment
• Chapter 3: Trigonometry
• Introduction
• Bridging Unit 3
• Topic A: Trigonometry 1
• Topic B: Trigonometry 2
• 3.1 Sine, cosine and tangent
• 3.2 The sine and cosine rules
• Summary and review
• Exploration
• Assessment
• Chapter 4: Differentiation and integration
• Introduction
• Bridging Unit 4
• Topic A: Coordinate geometry
• 4.1 Differentiation from first principles
• 4.2 Differentiating ax n 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
• Chapter 5: Exponentials and logarithms
• Introduction
• Bridging Unit 5
• Topic A: Exponentials and logarithms
• 5.1 The laws of logarithms
• 5.2 Exponential functions
• 5.3 Exponential processes
• 5.4 Curve fitting
• Summary and review
• Exploration
• Assessment
• 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
• Chapter 7: Units and kinematics
• Introduction
• Bridging Unit 7
• Topic A: Kinematics
• 7.1 Standard units and basic dimensions
• 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 8: Forces and Newton’s laws
• Introduction
• Bridging Unit 8
• Topic A: Forces and Newton’s laws
• 8.1 Forces
• 8.2 Dynamics
• 8.3 Motion under gravity
• 8.4 Systems of forces
• Summary and review
• Exploration
• Assessment
• Assessment, chapters 7–8: Mechanics
• Chapter 9: Collecting, representing and interpreting data
• Introduction
• Bridging Unit 9
• Topic A: Averages
• Topic B: Measures of spread
• Topic C: Histograms
• 9.1 Sampling
• 9.2 Central tendency and spread
• 9.3 Single-variable data
• 9.4 Bivariate data
• Summary and review
• Exploration
• Assessment
• 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
• 11.1 Formulating a test
• 11.2 The critical region
• Summary and review
• Exploration
• Assessment
• Assessment, chapters 9–11: Statistics
• Mathematical formulae and statistical tables
• Mathematical formulae – to learn
• Mathematical notation
• Index
• Back Cover
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