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Engineering mathematics/ K. A. Stroud, with additions by Dexter J. Booth

By: Contributor(s): Material type: TextTextPublication details: Basingstoke: Palgrave Publishers Ltd[Formerly Macmillan Press Ltd], c2001Edition: 5th ed. international editionDescription: xxviii, 1236 pages : illustrations ; illustrations ; 25 cm 1 CD-ROM (4.75 in.)ISBN:
  • 9780333947906
  • 0333947908
  • 0333919394
Subject(s): LOC classification:
  • TA330 .S77 2001
Contents:
PART I Foundation topics: arithmetic; introduction to algebra; expressions and equations; graphs; linear and simultaneous linear equations; polynomial equations; partial fractions; trigonometry; binomial series; differentiation; integration; functions. PART II: complex numbers, 1; complex numbers, 2; hyperbolic functions; determinants; matrices; vectors; differentiation; differentiation applications, 1 differentiation applications, 2; partial differentiation, 1; partial differentiation, 2; curves and curve fitting; series, 1; series, 2; integration, 1; integration 2; reduction formulae; integration applications, 1, integration applications 2; integration applications 3; approximate integration; polar co-ordinates system; multiple integrals; first-order differential equations; second-order differential equations; operator D methods; introduction to the Laplace transform; statistics; probability; answers.
Summary: Fully revised to meet the needs of the wide range of students beginning engineering courses, this edition has an extended Foundation section including new chapters on graphs, trigonometry, binomial series and functions and a CD-ROM
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includes index


PART I Foundation topics: arithmetic; introduction to algebra; expressions and equations; graphs; linear and simultaneous linear equations; polynomial equations; partial fractions; trigonometry; binomial series; differentiation; integration; functions. PART II: complex numbers, 1; complex numbers, 2; hyperbolic functions; determinants; matrices; vectors; differentiation; differentiation applications, 1 differentiation applications, 2; partial differentiation, 1; partial differentiation, 2; curves and curve fitting; series, 1; series, 2; integration, 1; integration 2; reduction formulae; integration applications, 1, integration applications 2; integration applications 3; approximate integration; polar co-ordinates system; multiple integrals; first-order differential equations; second-order differential equations; operator D methods; introduction to the Laplace transform; statistics; probability; answers.

Fully revised to meet the needs of the wide range of students beginning engineering courses, this edition has an extended Foundation section including new chapters on graphs, trigonometry, binomial series and functions and a CD-ROM

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