01/04 (Mo) Functions of Several Variables (Sec. 14.1). |
01/06 (We) Limits and Continuity (Sec. 14.2). |
01/08 (Fri) Partial Derivatives (Sec. 14.3). |
01/11 (Mo) Partial Derivatives (Sec. 14.3). |
01/13 (We) Tangent Planes and Linear Approximations (Sec. 14.4). |
01/15 (Fri) The Chain Rule (Sec. 14.5). |
01/18 (Mo) NO CLASSES |
01/20 (We) Directional Derivatives and the Gradient Vector (Sec. 14.6). |
01/22 (Fri) Maximum and Minimum Values (Sec. 14.7). |
01/25 (Mo) Lagrange Multipliers (Sec. 14.8). |
01/27 (We) Preparation for midterm 1. |
01/29 (Fri) Midterm #1. |
02/01 (Mo) Double Integrals over Rectangles (Sec. 15.1). |
02/03 (We) Iterated Integrals (Sec. 15.2). |
02/05 (Fri) Double Integrals over General Regions (Sec. 15.3). |
02/08 (Mo) Double Integrals in Polar Coordinates (Sec. 15.4). |
02/10 (We) Applications of Double Integrals (Sec. 15.5). |
02/12 (Fri) Surface Area (Sec. 15.6). |
02/15 (Mo) Triple Integrals (Sec. 15.7). |
02/17 (We) Triple Integrals in Cylindrical and Spherical Coordinates (Sec. 15.8). |
02/19 (Fri) Change of Variables in Multiple Integrals (Sec. 15.9). |
02/22 (Mo) Differential forms (Handout ). |
02/24 (We) Preparation for midterm 2. |
02/26 (Fri) Midterm #2. |
03/01 (Mo) Vector Fields (Sec. 16.1). |
03/03 (We) Line Integrals (Sec. 16.2). |
03/05 (Fri) The Fundamental Theorem for Line Integrals (Sec. 16.3). |
03/08 (Mo) Green's Theorem (Sec. 16.4). |
03/10 (We) Curl and Divergence (Sec. 16.5). |
03/12 (Fri) Preparation for the final. |