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mcgregor c fundamentals university mathematics 3ed 2010

Type:: E-books
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Size:: 17.1 MB
Uploaded On:: Jan. 2, 2023, 6:39 p.m.
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Info Hash:: 5C58150B14D0D654B0908334FCA49BE43F395EB5

Textbook in PDF format Provides, in a single volume, a unified treatment of first year topics fundamental to university mathematics. Successfully bridges the transitional gap between school and university in a careful, thorough and unusually clear treatment. An essential text for students aiming for an honours degree in mathematics. Contents: Functions and inverse functions; Polynomials and rational functions; Induction and the binomial theorem; Trigonometry; Complex numbers; Limits and continuity; Differentiation - fundamentals; Differentiation applications; Curve sketching; Matrices and linear equations; Vectors and three-dimensional geometry; Products of vectors; Integration - fundamentals; Logarithms and exponentials; Integration - methods and applications; Ordinary differential equations; Sequences and series; Numerical methods; Appendix A Answers to exercises; Appendix B Solutions to problems; Appendix C Limits and continuity a rigorous approach; Appendix D Properties of trigonometric functions; Appendix E Tables of integrals; Appendix F Standard Maclaurin series. Key Features: one volume, unified treatment of essential topics; clearly and comprehensively covers material beyond standard textbooks; worked examples, challenges and exercises throughout. Preliminaries Functions and inverse functions Polynomials and rational functions Induction and the binomial theorem Trigonometry Complex numbers Limits and continuity Differentiation – fundamentals Differentiation – applications Curve sketching Matrices and linear equations Vectors and three-dimensional geometry Products of vectors Integration – fundamentals Logarithms and exponentials Integration - methods and applications Ordinary differential equations Sequences and series Numerical methods Appendicies

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McGregor C. Fundamentals of University Mathematics 3ed 2010.pdf 17.1 MB

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mcgregor c fundamentals university mathematics 3ed 2010

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