| Sept. 4 |
10.1 (pgs. 559-562) |
coordinate planes, distance in space, standard equation of a sphere |
Day 1 |
| Sept. 6 |
10.2, 10.3 (pgs. 574-582, 588-589) |
vector, initial point, terminal point, magnitude, component form, vector algebra properties of vector operation, unit vector, dot product |
Day 2 |
| Sept. 9 |
10.3 (pgs. 589-595) |
dot product and angles, orthogonal vectors, orthogonal projection, |
|
| Sept. 11 |
10.4, 11.1 (pgs. 601-605, 631-635) |
cross product, right hand rule, vector-valued functions, vector |
Vector Valued Functions |
| Sept. 13 |
10.5, 10.6 (pgs. 612-617, 623-624) |
parametric and symmetric equations of a line, skew lines, normal vectors, standard and general form for planes |
Lines and Planes |
| Sept. 16 |
10.6, 12.1 (pgs. 625-627, 683-684) |
parallel planes, multivariable functions |
Slices |
| Sept. 18 |
12.1, 12.2 (pgs.685-688, 690-698) |
level curve, open disk, boundary point, interior point, open, closed, bounded sets, limits, continuity | More Level Curves |
| Sept. 20 |
12.3 (pgs. 700-707) |
partial derivative with respect to x and with respect to y | |