Choose and apply appropriate integration techniques.
Model and solve problems involving areas, volume, work and elementary differential equations.
Apply Calculus techniques using polar and parametric equations including: slope of tangent lines, arc length, graphing, and areas. Find and apply power series representations of functions and determine possible errors, radius of convergence, and corresponding derivatives and integrals.
Determine if sequences or series converge or diverge
using appropriate theorems.
Hyperbolic functions, techniques of integration, plane analytic geometry, polar coordinates, infinite series, and parametric equations. Inverse trigonometric functions, applications of integration (surface area, work, moments) L'Hospital's rule and indeterminate forms. Graphing calculator is required. [D; CSU; UC; CAN-Math 20]
MATH 250
RDG 56 or the equivalent skill level as determined
by the Southwestern College Reading Assessment or equivalent
WEEK 7 LECTURES: 2/25 |
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WEEK 10 LECTURES: 3/14
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WEEK 11 LECTURES: 3/21 |
WEEK 17 LECTURES: 5/9 5/13 |
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WEEK 18 LECTURES: |
Chapter 8 practice | |
5.6 worksheet | 9.1 WORKSHEET |
5.7 worksheet | 9.2 WORKSHEET |
5.8 WORKSHEET | 9.3 WORKSHEET |
7.1 WORKSHEET | 9.4 WORKSHEET |
7.2 WORKSHEET | WS 9.3-9.6 |
7.3 WORKSHEET | WS 9.7 |
7.4-7.5 WORKSHEET | WS 9.8 |
8.1 WORKSHEET | |
8.2 WORKSHEET | WS 10.1 |
WS 10.3 | |
8.4 WORKSHEET | WS 10.4 |
8.5 WORKSHEET | WS CH. 10 REVIEW |
EXAMS
EXAM 1 | EXAM 2 | EXAM 3 |
EXAM 5 |
TENTATIVE SPRING 2011 SCHEDULE
TI CALCULATOR STEP-BY-STEP TUTORIALS