Video: 11.1 - Vectors in the Plane

Videos in this Unit 11.1 - Vectors in the Plane 11.2 - Vectors in Space 11.3 - Dot Product 11.4 - Cross Product 11.5 - Lines and Planes 11.6 - Curves and Surfaces 11.7 - Polar Coordinates 12.1 - Vector Valued Functions 12.2 - Calculus on VVFs 12.3 - Projectile Motion 12.4 - Frenet Frame 12.5 - Curvature 13.1 - Multivariate Functions 13.2 - Limits 13.3 - Partial Derivatives 13.4 - Differentiability 13.5 - Chain Rules 13.6 - Directional Derivative 13.7 - Tangent Plane 13.8 - Optimization 13.9 - Regression 13.10 - Constrained Optimization 14.1 - Double Integrals 14.2 - Volume 14.3 - Polar Coordinates 14.4 - Centroids 14.5 - Surface Area 14.6 - Triple Integrals 14.7 - Cylindrical and Spherical Coordinates 14.8 - Jacobians 15.1 - Vector Fields 15.2 - Line Integrals 15.3 - Fundamental Theorem of Line Integrals 15.4 - Green's Theorem 15.5 - Parametric Surfaces 15.6 - Surface Integrals 15.7 - Divergence Theorem 15.8 - Stokes' Theorem