This class covers the beginnings of calculus (limits, derivatives and integrals) and how it can be applied to the study of biological systems.
I was instructor of record for this class at the University of Tennessee during the Fall Semesters of 2016, 2017, and 2018, and Spring Semesters of 2017, 2018 and 2019. I usually covered chapters 15 - 26 (except 25) in the book, Mathematics for the Life Sciences (ISBN-13:978-0691150727 and ISBN-10:0691150729). I also covered the basics of MATLAB, information you can find on this page (UPCOMING)
Below are the PowerPoint presentations I used to teach the class and a word document with all of my learning objectives from each chapter. Feel free to use the presentations to help you study, but please do not distribute them. A lot of effort went in to designing each presentation to ensure they are clear, concise, and convey the mathematics. Chapter 15. Limits of Functions Chapter 16. Limits of Continuous Functions Chapter 17. Rates of Changed Chapter 18. Derivatives of Functions Chapter 19. Computing Derivatives Chapter 20. Maxima and Minima Chapter 21. Estimating the area under a curve Chapter 22. Antiderivatives and the Fundamental Theorem of Calculus Chapter 23. Methods of Integration Chapter 24. Applications of Integrals to Area and Volume Chapter 26. Separation of Variables