Bird's comprehensively covers the key mathematics for real-life engineering, running gradually from the basics to the complex. Simple explanations; supported by 1600 worked problems; over 3600 further problems within 384 exercises. The website provides detailed solutions to the further problems, plus 35 revision tests and 9 multiple-choice tests.
Bird's comprehensively covers the key mathematics for real-life engineering, running gradually from the basics to the complex. Simple explanations; supported by 1600 worked problems; over 3600 further problems within 384 exercises. The website provides detailed solutions to the further problems, plus 35 revision tests and 9 multiple-choice tests.
John Bird (BSc(Hons), CMath, CEng, CSci, FITE, FIMA, FCollT) is the former Head of Applied Electronics in the Faculty of Technology at Highbury College, Portsmouth, UK. More recently he has combined freelance lecturing and examining, and is the author of over 130 textbooks on engineering and mathematical subjects with worldwide sales of over one million copies. He is currently lecturing at the Defence School of Marine Engineering in the Defence College of Technical Training at HMS Sultan, Gosport, Hampshire, UK.
Inhaltsangabe
Section A Number and Algebra. Section B Further number and algebra. Section C Areas and volumes. Section D Graphs. Section E Geometry and trigonometry. Section F Complex numbers. Section G Matrices and determinants. Section H Vector geometry. Section I Differential calculus. Section J Integral calculus. Section K Differential equations. Section L Statistics and probability. Section M Laplace transforms. Section N Fourier series. Section O Z Transforms. Answers to Practice Exercises. Answers to multiple choice questions. Index.
Section A Number and Algebra. Section B Further number and algebra. Section C Areas and volumes. Section D Graphs. Section E Geometry and trigonometry. Section F Complex numbers. Section G Matrices and determinants. Section H Vector geometry. Section I Differential calculus. Section J Integral calculus. Section K Differential equations. Section L Statistics and probability. Section M Laplace transforms. Section N Fourier series. Section O Z Transforms. Answers to Practice Exercises. Answers to multiple choice questions. Index.
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