An Introduction to Mathematics

J. Parry Lewis
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J. Parry Lewis: University of Manchester

in Palgrave Macmillan Books from Palgrave Macmillan

Date: 1969
Edition: Second Edition
ISBN: 978-1-349-15324-4
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Chapters in this book:

Ch Chapter I Revision of Elementary Algebra

J. Parry Lewis

Ch Chapter II The Summation and Convergence of Some Simple Series

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Ch Chapter III Permutations, Combinations and the Binomial Theorem

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Ch Chapter IV Basic Trigonometry

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Ch Chapter IX Differentiation

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Ch Chapter V Co-Ordinate Geometry

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Ch Chapter VI Conic Sections And Polar Co-Ordinates

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Ch Chapter VII Continuity and Limits

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Ch Chapter VIII Rates of Change of Economic Variables

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Ch Chapter X Differentiation

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Ch Chapter XI Maxima, Minima and Points of Inflexion

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Ch Chapter XII Integration

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Ch Chapter XIII Logarithms

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Ch Chapter XIV Exponentials

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Ch Chapter XIX Partial Differentiation

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Ch Chapter XV Some Techniques Of Differentiation

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Ch Chapter XVI Some Techniques of Integration

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Ch Chapter XVII Maclaurin’s and Taylor’s Theorems

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Ch Chapter XVIII Partial Differentiation

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Ch Chapter XX Maxima and Minima of Functions of Two or More Variables

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Ch Chapter XXI Restricted Maxima and Minima And Lagrange Multipliers

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Ch Chapter XXII Homogeneous Functions and Euler’s Theorem

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Ch Chapter XXIII Multiple, Linear and Surface Integration

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Ch Chapter XXIV Differentials

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Ch Chapter XXIX Vectors, Matrices and Determinants

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Ch Chapter XXV Complex Numbers

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Ch Chapter XXVI Differential Equations

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Ch Chapter XXVII Difference Equations

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Ch Chapter XXVIII Sets, Numbers and Binary Operations

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Ch Chapter XXX Linear Dependence

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Ch Chapter XXXI Equivalence, Partitioning and Rank

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Ch Chapter XXXII The Solubility of Linear Equations

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Ch Chapter XXXIII More Linear Programming and Algebra

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DOI: 10.1007/978-1-349-15324-4

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