Objectives
Perform operations with vectors in two and three dimensional space and apply to analytic geometry.
Objectives
Differentiate and integrate vector-valued functions and apply calculus to motion problems in two and three dimensional space.
Objectives
Determine the limits, derivatives, gradients, and integrals of multivariate functions.
Objectives
Solve problems in multiple integration using rectangular, cylindrical, and spherical coordinate systems.
Objectives
Select and apply appropriate models and techniques to define and evaluate line and surface integrals; these techniques will include but are not limited to Green's, Divergence, and Stoke's theorems.
Objectives
Demonstrate proficiency in using CAS technology to analyze, solve and interpret the various applications.