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Foundation Maths, 7th edition

Published by Pearson (June 24, 2020) © 2020

  • Anthony Croft Loughborough University, UK
  • Robert Davison
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Take your learning journey one step closer to success with the complete guide in Maths.

Foundation Maths 7th Edition by Croft and Davison is the ideal guide for students who do not specialise in Maths and require a working knowledge of mathematical and statistical tools.

With its careful and steady guidance in mathematical methods and a wealth of practice exercises to improve your maths skills, Foundation Maths will help you build your learning confidence around the essential mathemarical concepts.

Furthermore, this book will also be an ideal revision and reference guide for you. The style of the book makes it a suitable self-study and distance learning material, with self-assessment questions and worked examples throughout.

This edition also includes a Companion Website.

Preface

Publisher's acknowledgements

List of videos

Mathematical symbols

Using mathematical and statistical computer software and apps in Foundation Maths

  1. Mathematical symbols
  2. Using mathematical and statistical computer software and apps in Foundation Maths
  3. Arithmetic of whole numbers
  4. Fractions
  5. Decimal numbers
  6. Percentage and ratio
  7. Algebra
  8. Indices
  9. Simplifying algebraic expressions
  10. Factorisation
  11. Algebraic fractions
  12. Transposing formulae
  13. Solving equations
  14. Sequences and series
  15. Sets
  16. Number bases
  17. Elementary logic
  18. Functions
  19. Graphs of functions
  20. The straight line
  21. The exponential function
  22. The logarithm function
  23. Measurement
  24. Introduction to trigonometry
  25. The trigonometrical functions and their graphs
  26. Trigonometrical identities and equations
  27. Solution of triangles
  28. Vectors
  29. Matrices
  30. Complex numbers
  31. Tables and charts
  32. Statistics
  33. Probability
  34. Correlation
  35. Regression
  36. Gradients of curves
  37. Techniques of differentiation
  38. Integration and areas under curves
  39. Techniques of integration
  40. Functions of more than one variable and partial differentiation
  41. Solutions

Solutions

Index

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