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https://sites.google.com/a/ucdavis.edu/acostagrant/homeBiocalculus: Calculus, Probability, and Statistics for the Life Sciences, 1st Edition
James Stewart | Troy DayISBN-10: 1305114035 | ISBN-13: 9781305114036 © 2016
Chapter 9
Chapter 9
9.1 - Functions
9.1 - Functions
9.2 - Partial Derivatives
9.2 - Partial Derivatives
9.3 - Tangent Planes and Linear Approximations
9.3 - Tangent Planes and Linear Approximations
9.4 Chain Rule
9.4 Chain Rule
9.5 - Directional Derivatives and Gradient Vector
9.5 - Directional Derivatives and Gradient Vector
9.6 - Finding Max/Min/Saddle points
9.6 - Finding Max/Min/Saddle points
Chapter 10 - Systems of Differential Equations
Chapter 10 - Systems of Differential Equations
10.1 - Classifying Systems of Differential Equations
10.1 - Classifying Systems of Differential Equations
10.2 - Solving systems of linear differential equations
10.2 - Solving systems of linear differential equations
10.3 - Biological Applications
10.3 - Biological Applications
10.4 - systems of non-linear differential equations (including section 7.6 on phase plane analysis)
10.4 - systems of non-linear differential equations (including section 7.6 on phase plane analysis)
Chapter 12 - An Introduction to Probability
Chapter 12 - An Introduction to Probability
12.1 - Counting, Permutations and Combinations
12.1 - Counting, Permutations and Combinations
12.2 - Basic Probability
12.2 - Basic Probability
12.3 - Bayes' Rule and Independence
12.3 - Bayes' Rule and Independence
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