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Reeds Vol 1: Mathematics for Marine Engineers: Reeds Marine Engineering and Technology Series

Autor Kevin Corner, Leslie Jackson, William Embleton
en Limba Engleză Paperback – mai 2019
This exciting new edition covers the core subject areas of arithmetic, algebra, mensuration in 2D and 3D, trigonometry and geometry, graphs, calculus and statistics and probability for Marine Engineering students for the Merchant Navy OOW qualification.Initial examples have been designed purely to practise mathematical technique and, once these skills have been mastered, further examples focus on engineering situations where the appropriate skills may be utilised. The practical questions are primarily from a marine engineering background but questions from other disciplines, such as electrical engineering, will also be covered, and reference made to the use of advanced calculators where relevant.
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Specificații

ISBN-13: 9781472974037
ISBN-10: 1472974034
Pagini: 656
Dimensiuni: 156 x 234 x 48 mm
Greutate: 1 kg
Editura: Bloomsbury Publishing
Colecția Reeds
Seria Reeds Marine Engineering and Technology Series

Locul publicării:London, United Kingdom

Caracteristici

Suitable for all levels of students, but with examples/exercises to stretch the able student. This will not be another boring mathematics book.

Notă biografică

Kevin Corner is Lecturer in Mathematics in the Marine School at South Tyneside College, UK. He has taught the subject for over 23 years and has written interactive educational material for the marine industry.

Cuprins

1. Indices and Logarithms \ 2. Algebra \ 3. Simple Equations and Transposition \ 4. Simultaneous Linear Equations \ 5. Quadratic and Cubic equations \ 6. Graphs \ 7. trigonometry and Geometry \ 8. Solution of Triangles \ 9. Mensuration of areas \ 10. Mensuration of Volumes and Masses \ 11. Differential Calculus \ 12. Integral Calculus and Advanced Applications \ 13. Statistics \ 14. Specimen Exam Questions and Worked Solutions \ Appendix I: the Basics \ Appendix II: Complex Numbers \ Appendix III: Laplace Transforms \ Appendix IV: Fourier Analysis \ Appendix V; Exam Standard Questions and Solutions \ Appendix VI: Formulae