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Chapters 12.1-12.5 in text:
12.1 Cartesian Coordinates
12.3 Dot Product
12.4 Cross Product
12.5 Equations for Planes, Lines, and Distance
Functions of Two Variables, Limits and Continuity, and Limits of Indeterminants (w/ Polynomial denominants)
Higher Order Partial Derivatives, Implicit Differentiation, Linearization and Tangent Planes, Differentiability (Smoothness of a graph), and Chain Rule
These notes cover: Directional derivatives, Maximizing the Rate of Change, Normal Lines to Curves, Tangent Planes, Maximization and Minimization, and Extreme Value Theorem.
This Study Guide provides a brief overlook on the material that will covered on the exam. I included a few examples on major topics. I hope this helps! Good Luck!
These notes cover everything from Lagrange Multipliers to Triple Integrals. These notes will also be on Tuesday's exam. I hope this helps!!!
Hello everyone! These notes will cover everything from 15.7 to 16.1 and they will be covered on the quiz tomorrow! Good Luck!
These notes cover Line integrals to curl of a vector field. These notes will also be on tomorrow's quiz! I hope this helps! Good Luck!
These notes cover Green's theorem to divergence in a 3D coordinate plane.
These notes cover sections 15.5 and 16.6.
These notes cover parametric surfaces, surface integrals, flux for surface integrals, Stokes' Theorem, and a small bit on the Divergence Theorem.
These notes cover material from Cylindrical Coordinates to Stokes' Theorem. I hope this study guide helps you in studying for the final! Good Luck!