Fundamental Maths
eBook - PDF

Fundamental Maths

For Engineering and Science

  1. 392 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Fundamental Maths

For Engineering and Science

About this book

Do you need to improve your confidence in maths? Does your maths need to be refreshed and refocused for engineering or science? Are there some elements of school maths you have forgotten or never quite mastered? With clear explanations, lots of examples and a friendly, encouraging style, Fundamental Maths is a short, easy-to-follow textbook that makes maths accessible and manageable for all. Written for students entering HE or FE courses in engineering or science, the author covers all the core topics and breaks them down into easily digestible chunks, keeping explanations clear and concise throughout. Put past anxieties about maths or gaps in your knowledge behind you!

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Yes, you can access Fundamental Maths by Mark Breach in PDF and/or ePUB format, as well as other popular books in Mathematics & Mathematics General. We have over one million books available in our catalogue for you to explore.

Information

Year
2017
Print ISBN
9780230252080
eBook ISBN
9780230366244

Table of contents

  1. Cover
  2. Title
  3. Copyright
  4. Summary of contents
  5. Contents
  6. Preface
  7. 1 Preliminaries
  8. 2 Fundamental arithmetic
  9. 3 Arithmetic of small quantities
  10. 4 Arithmetic of powers
  11. 5 Arithmetic calculations
  12. 6 Graphs and charts
  13. 7 Algebra – introducing the unknown
  14. 8 Algebra – more complex forms
  15. 9 Algebra – functions
  16. 10 Algebra – working with formulae
  17. 11 Algebra – transposition of equations and inverse functions
  18. 12 Algebra – factors of expressions
  19. 13 Geometry
  20. 14 Series
  21. 15 Trigonometry
  22. 16 Graphical representation of trigonometric functions
  23. 17 Simultaneous equations
  24. 18 Quadratic equations
  25. 19 Surface areas and volumes of solids
  26. 20 Coordinate systems
  27. 21 Areas of irregular figures
  28. 22 Trigonometric identities
  29. 23 Logarithms and indices
  30. 24 Differentiation – basic relationships
  31. 25 Differentiation of more complex functions
  32. 26 Differentiation – uses
  33. 27 Integration – basic relationships
  34. 28 Integration – area and volume
  35. 29 Vectors
  36. 30 Matrices
  37. 31 Probability
  38. 32 Central tendency and dispersion
  39. Index