Covers analytic geometry, vectors, and vector-valued functions. Includes functions of several variables, vector calculus, surfaces and surface integrals, partial derivatives, multiple integrals, line integrals, and Green's Theorem. Requires graphing calculator.
MATH 251
RDG 56 or the equivalent skill level as determined
by the Southwestern College Reading Assessment or equivalent
WEEK 7 LECTURES: 2/23 |
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WEEK 11 LECTURES: |
WEEK 17 LECTURES: 5/9 5/13 |
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| WEEK 18 LECTURES: |
WS 13.1 WS 13.3 WS 13.4 WS 13.5 WS 13.6 WS 13.7 WS 13.8 WS 13.9 |
EXAMS
| EXAM 1 | EXAM 2 | EXAM 3 |
| EXAM 5 |
HANDOUTS:
TENTATIVE SPRING 2011 SCHEDULE
TI CALCULATOR STEP-BY-STEP TUTORIALS
1. Student will apply the concepts learned in the
previous two courses to functions of two or more variables.
2. Student will perform operations on vectors and vector-valued functions and
will use them in applications to lines and planes in space, velocity and acceleration,
and loci in space.
3. Student will evaluate partial and directional derivatives, differentials,
and apply these to extrema of functions and tangent planes and normal lines.
4. Student will evaluate multiple integrals and use them in applications to
areas and volume, including tranformations to polar, cylindrical, and spherical
systems.
5. Student will evaluate line integrals and surface integrals, use vector fields
and use Green's Theorem and the Divergence Theorem as applications of vector
calculus.
6. Student will demonstrate the ability to graph a variety of surfaces in 3-space,
including quadric surfaces, cylinders, and solids of revolutions.