Advanced Maths for Chemists

Chemistry Maths 3
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144 pages
Idioma:
 English
This book teaches Maths from a “chemical” perspective and is the third of a three-part series of texts designed for a first-year university course.
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Sobre el autor

John Parker has 39 years experience of teaching Chemists, and other scientists and engineers at Heriot-Watt University Edinburgh. My research area was Physical and Analytical Chemistry (mass spectrometry) from 1966 onwards. My teaching was mostly in Physical and Analytical Chemistry for years 1 to 5...

Description
Content

Advanced Maths for Chemists teaches Maths from a “chemical” perspective and is the third of a three-part series of texts designed for a first-year university course. It is the Maths required by a Chemist, Chemical Engineer, Chemical Physicist, Molecular Biologist, Biochemist or Biologist. Tutorial questions with fully worked solutions are used and structured on a weekly basis to help the students to self-pace themselves. Coloured molecular structures, graphs and diagrams bring the text alive. Navigation between questions and their solutions is by page numbers for use with your PDF reader.

  1. Acknowledgements
  2. Week 1: Chemistry and Algebra 1
    1. Introduction
    2. Week 1 Tutorial Questions
    3. Week 1 Tutorial Solutions
  3. Week 2: Chemistry and Algebra 2
    1. Week 2 Tutorial Questions
    2. Week 2 Tutorial Solutions
  4. Week 3: Chemistry, Logarithms and Exponentials
    1. Summary of Logs, Exponentials, and Acid-Base Equilibrium
    2. Week 3 Tutorial Questions
    3. Week 3 Tutorial Solutions
  5. Week 4: Experimental Data Analysis
    1. Week 4 Tutorial Questions
    2. Week 4 Tutorial Solutions
  6. Week 5: Chemistry and Differentiation 1
    1. Week 5 Tutorial Questions
    2. Week 5 Tutorial Solutions
  7. Week 6: Chemistry and Differentiation 2
    1. Week 6 Tutorial Questions
    2. Week 6 Tutorial Solutions
  8. Week 7: Chemistry and Integration 1
    1. Week 7 Tutorial Questions
    2. Week 7 Tutorial Solutions
  9. Week 8: Chemistry and Integration 2
    1. Week 8 Tutorial Questions
    2. Week 8 Tutorial Solutions
  10. References
  11. List of formulae