Edexcel AS and A level Further Mathematics Core Pure Mathematics Book 1 AS 1st edition by Greg Attwood ISBN 1292183330 ‎ 978-1292183336

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Product details:

ISBN 10: 1292183330
ISBN 13: ‎ 978-1292183336
Author: Greg Attwood

Exam Edexcel AS and A level Further Mathematics First September 2017 First Summer 2018 With over 1.3 million copies sold of the previous edition, Pearson’s textbooks are the market-leading and most trusted resources for AS and A level Further Mathematics. This book covers all the content needed for the compulsory Edexcel AS level Core Pure Mathematics exam. It can also be used alongside Book 2 to cover all the content needed for the compulsory Edexcel A level Core Pure Mathematics exams . Fully updated to match the 2017 specifications, with more of a focus on problem-solving and modelling. FREE additional online content to support your independent learning, including full worked solutions for every question in the book (SolutionBank) and GeoGebra interactives. Includes access to an online digital edition (valid for 3 years once activated). Includes worked examples with guidance, lots of exam-style questions, a practice paper, and plenty of mixed and review exercises.

Edexcel AS and A level Further Mathematics Core Pure Mathematics Book 1 AS 1st  Table of contents:

Chapter 1: Complex numbers

1.1: Imaginary and complex numbers

1.2: Multiplying complex numbers

1.3: Complex conjugation

1.4: Roots of quadratic equations

1.5: Solving cubic and quartic equations

Mixed exercise: 1

Chapter 2: Argand diagrams

2.1: Argand diagrams

2.2: Modulus and argument

2.3: Modulus–argument form of complex numbers

2.4: Loci in the Argand diagram

2.5: Regions in the Argand diagram

Mixed exercise: 2

Chapter 3: Series

3.1: Sums of natural numbers

3.2: Sums of squares and cubes

Mixed exercise: 3

Chapter 4: Roots of polynomials

4.1: Roots of a quadratic equation

4.2: Roots of a cubic equation

4.3: Roots of a quartic equation

4.4: Expressions relating to the roots of a polynomial

4.5: Linear transformations of roots

Mixed exercise: 4

Chapter 5: Volumes of revolution

5.1: Volumes of revolution around the x-axis

5.2: Volumes of revolution around the y-axis

5.3: Adding and subtracting volumes

5.4: Modelling with volumes of revolution

Mixed exercise: 5

Review exercise: 1

Chapter 6: Matrices

6.1: Introduction to matrices

6.2: Matrix multiplication

6.3: Determinants

6.4: Inverting a 2 × 2 matrix

6.5: Inverting a 3 × 3 matrix

6.6: Solving systems of equations using matrices

Mixed exercise: 6

Chapter 7: Linear transformations

7.1: Linear transformations in two dimensions

7.2: Reflections and rotations

7.3: Enlargements and stretches

7.4: Successive transformations

7.5: Linear transformations in three dimensions

7.6: The inverse of a linear transformation

Mixed exercise: 7

Chapter 8: Proof by induction

8.1: Proof by mathematical induction

8.2: Proving divisibility results

8.3: Proving statements involving matrices

Mixed exercise: 8

Chapter 9: Vectors

9.1: Equation of a line in three dimensions

9.2: Equation of a plane in three dimensions

9.3: Scalar product

9.4: Calculating angles between lines and planes

9.5: Points of intersection

9.6: Finding perpendiculars

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Tags: Greg Attwood, Edexcel AS, Further Mathematics, Pure Mathematics