Description

Book Synopsis
The perfect introduction to the essential mathematical concepts which all chemistry students need to master. Working from foundational principles, the book builds the student's confidence by leading them through the subject in a steady, progressive way from basic algebra to the mathematics of quantum chemistry. mathematics.

Trade Review
A very useful text to gradually guide students through both the fundamental and more advanced aspects of mathematics specifically relevant for a chemistry undergraduate degree. It is particularly useful in allowing students to test their knowledge of mathematical concepts and processes via self-test exercise and additional problems that are directly relevant to chemistry. * Dr Jon Tandy, Senior Lecturer in Physical Chemistry, London Metropolitan University *
This is an outstanding and carefully thought-out introduction to the mathematical toolkit required for students embarking on a chemistry degree programme. * Dr Robert Johnson, Lecturer, School of Chemistry, University College Dublin *

Table of Contents
Section A: Core mathematics: algebra, logarithms and trigonometry 1: The display of numbers 2: Algebra I 3: Algebra II 4: Algebra III 5: Algebra IV 6: Algebra V 7: Algebra VI 8: Algebra VII 9: Powers I 10: Powers II 11: Trigonometry 12: Advanced BODMAS Section B: Calculus 13: Differentiation I 14: Differentiation II 15: Differentiation III 16: Differentiation IV 17: Differentiation V 18: Differentiation VI 19: Integration I 20: Integration II 21: Integration III 22: Integration IV Section C: Matrices, vectors and complex numbers 23: Matrices I 24: Matrices II 25: Complex numbers 26: Vectors Section D: Laboratory mathematics 27: Graphs I 28: Graphs II 29: Graphs III 30: Probability I 31: Probability II 32: Statistics I 33: Statistics II 34: Statistics III 35: Statistics IV 36: Dimensional analysis

Maths for Chemistry

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£45.99

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Order before 4pm today for delivery by Fri 19 Dec 2025.

A Paperback / softback by Paul Monk, Lindsey Munro

2 in stock


    View other formats and editions of Maths for Chemistry by Paul Monk

    Publisher: Oxford University Press
    Publication Date: 23/08/2021
    ISBN13: 9780198717324, 978-0198717324
    ISBN10: 0198717326

    Description

    Book Synopsis
    The perfect introduction to the essential mathematical concepts which all chemistry students need to master. Working from foundational principles, the book builds the student's confidence by leading them through the subject in a steady, progressive way from basic algebra to the mathematics of quantum chemistry. mathematics.

    Trade Review
    A very useful text to gradually guide students through both the fundamental and more advanced aspects of mathematics specifically relevant for a chemistry undergraduate degree. It is particularly useful in allowing students to test their knowledge of mathematical concepts and processes via self-test exercise and additional problems that are directly relevant to chemistry. * Dr Jon Tandy, Senior Lecturer in Physical Chemistry, London Metropolitan University *
    This is an outstanding and carefully thought-out introduction to the mathematical toolkit required for students embarking on a chemistry degree programme. * Dr Robert Johnson, Lecturer, School of Chemistry, University College Dublin *

    Table of Contents
    Section A: Core mathematics: algebra, logarithms and trigonometry 1: The display of numbers 2: Algebra I 3: Algebra II 4: Algebra III 5: Algebra IV 6: Algebra V 7: Algebra VI 8: Algebra VII 9: Powers I 10: Powers II 11: Trigonometry 12: Advanced BODMAS Section B: Calculus 13: Differentiation I 14: Differentiation II 15: Differentiation III 16: Differentiation IV 17: Differentiation V 18: Differentiation VI 19: Integration I 20: Integration II 21: Integration III 22: Integration IV Section C: Matrices, vectors and complex numbers 23: Matrices I 24: Matrices II 25: Complex numbers 26: Vectors Section D: Laboratory mathematics 27: Graphs I 28: Graphs II 29: Graphs III 30: Probability I 31: Probability II 32: Statistics I 33: Statistics II 34: Statistics III 35: Statistics IV 36: Dimensional analysis

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