Week of | Topics |
---|---|
Aug 24 | Vector geometry on a plane and in the space. 11.1-11.4 |
Aug 31 | Vector geometry on a plane and in the space. 11.1-11.4 |
Sep 7 | Lines and planes. 11.5, Quadrics and conics. 11.6 |
Sep 14 | Curves and their parametrization. Curvature and torsion. Frenet-Serret formulas. 12.1-12.5 |
Sep 21 | Curves and their parametrization. Curvature and torsion. Frenet-Serret formulas. 12.1-12.5 |
Sep 28 | Functions of several variables. Partial derivatives. Differentiability. Tangent plane. 13.1-13.4 Midterm 1 is on M Sep 28 |
Oct 5 | Chain rule. Implicit differentiation. Gradient and directional derivative. 13.5-13.7 |
Oct 12 | Extreme value problems: maxima and minima. 13.8-13.9 |
Oct 19 | Extreme value problems: maxima and minima. 13.8-13.9 |
Oct 26 | Double integrals. Change of variables. Jacobian. Polar coordinates. 14.1-14.3, 14.8 |
Nov 2 | Triple integrals. Change of variables. Cylindrical and spherical coordinates. 14.6-14.7 |
Nov 9 | Vector fields: Curl, Div. Conservative fields. 15.1,15.3 . Midterm 2 is on M Nov 9 |
Nov 16 | Vector fields: Curl, Div. Conservative fields 15.1,15.3. |
Nov 23 | ThanksGiving Week; no classes |
Nov 30 | Integral theorems: Green's and Stokes's and their applications. 15.4-15.8 |
Dec 2 | Review for the Final. |
Dec 9 | Thursday, Dec. 10, 2:15pm-5:00pm |