Friday, November 9, 2018

Basic Engeneering Mathematics - Fourth Edition - By "John Bird"

File Size: 5.59 mb

Basic Engineering Mathematics, 4th Edition introduces and then consolidates basic mathematical principles and promotes awareness of mathematical concepts for students needing a broad base for further vocational studies. In this fourth edition, new material has been added on engineering notation, inequalities, graphs with logarithmic scales and adding waveforms, together with extra practical problems interspersed throughout the text.
The text covers:
(i): the Applied Mathematics content of the GNVQ mandatory unit ‘Applied Science and Mathematics for Engineering’ at Intermediate level (i.e. GNVQ 2)
(ii): the mandatory ‘Mathematics for Engineering’ at Advanced level (i.e. GNVQ 3) in Engineering
(iii): the optional ‘Applied Mathematics for Engineering’ at Advanced level (i.e. GNVQ 3) in Engineering
(iv): the Mathematics content of ‘Applied Science and Mathematics for Technicians’ for Edexcel/BTEC First Certificate
(v): the mandatory ‘Mathematics for Technicians’ for National Certificate and National Diploma in Engineering
(vi): Mathematics 1 for City & Guilds Technician Certificate in Telecommunications and Electronics Engineering
(vii): basic mathematics for a wide range of introductory/access/foundation mathematics courses
(viii): GCSE revision, and for similar mathematics courses in English-speaking countries world-wide. 

1. Basic arithmetic 
2. Fractions, decimals and percentages
3. Indices, standard form and engineering notation
4. Calculations and evaluation of formulae
5. Computer numbering systems
6. Algebra
7. Simple equations
8. Transposition of formulae
9. Simultaneous equations
10. Quadratic equations
11. Inequalities
12. Straight line graphs
13. Graphical solution of equations
14. Logarithms
15. Exponential functions
16. Reduction of non-linear laws to linear-form
17. Graphs with logarithmic scales
18. Geometry and triangles
19. Introduction to trigonometry
20. Trigonometric waveforms
21. Cartesian and polar co-ordinates
22. Areas of plane figures
23. The circle
24. Volumes of common solids
25. Irregular areas and volumes and mean values of waveforms
26. Triangles and some practical applications
27. Vectors
 28. Adding of waveforms
29. Number sequences
30. Presentation of statistical data
31. Measures of central tendency and dispersion
32. Probability
33. Introduction to differentiation
34. Introduction to integration
List of formulae
Answers to exercises

Author Details
"John Bird", BSc(Hons), CMath, CEng, FIMA, MIEE, FIIE(Elec), FCollP 

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