(Adapted from a photo by Nikki Graziano at http://socks-studio.com/2010/09/17/found-functions-series-by-nikki-graziano/, part of the SOCKS project by Fosco Lucarelli and Mariabruna Fabrizi, licensed under a Creative Commons Attribution-ShareAlike 3.0 license.)
Welcome to Professor Baldwin’s Calculus III (or more precisely, SUNY Geneseo’s spring 2018 Math 223 section 4). The links below take you to the main course materials…
- Introduction
- 3D Analytical Geometry
- Vectors
- Vector Valued Functions
- Multivariable Functions
- Derivatives of Multivariable Functions
- 03/05 - Partial Derivatives
- 03/07 - Tangents
- Problem Set 6
- 03/08 - The Chain Rule
- 03/09 - Directional Derivatives
- 03/19 - The Gradient
- Problem Set 7
- 03/21 - Local Extrema
- 03/22 - More Extreme Values
- 03/23 - Absolute Extremes
- Sample Exam 2
- 03/26 - Optimization and Lagrange Multipliers
- Problem Set 8
- 03/28 - Lagrange Multipliers
- Integrals of Multivariable Functions
- Vector Calculus
- 04/11 - Introduction to Vector Fields
- 04/12 - Scalar Line Integrals
- 04/13 - Line Integrals of Vector Fields
- 04/16 - More Vector Field Line Integrals
- 04/18 - Flux and Circulation
- 04/19 - Introduction to Gradient Fields
- 04/20 - Conservative Vector Fields
- 04/23 - Identifying Conservative Fields
- Problem Set 10
- 04/25 - Green’s Theorem
- 04/26 - More Green’s Theorem
- 04/27 - Finishing Green’s Theorem
- 04/30 - Wrapping Up
- Review