Overview: This course covers calculus topics in more than just the two dimensional plane. These include basic differential equations, parametric and polar equations, 3 dimensional geometry, partial differentiation, multiple integrals, and vector calculus.

Topics covered in this course will include:

Click here to view a sample syllabus

Topics covered in this course will include:

__Unit 1__- Separable Differential Equations, Direction Fields and Euler’s Method, Parametric and Polar Equations with areas and arc lengths__Unit 2__- Equations for Lines and Planes in 3-D, Dot and Cross Product with applications, Derivatives of Vector-valued functions with arc length__Unit 3__- Partial Derivatives with applications, Directional Derivatives, LaGrange Multipliers with Applications__Unit 4__- Double and Iterated Integrals with applications of surface area, Triple Integrals with applications of Volume__Unit 5__- Vector Fields, Line Integrals, including the Fundamental Theorem for Line Integrals, Green’s TheoremClick here to view a sample syllabus