Calculus III, Fall 2020

Wed 11/25: Review.

Mon 11/23: Review.

Fri 11/20: The divergence theorem.

Mon 11/16: Stokes’ Theorem continued.

Mon 11/16: Stokes’ Theorem.

Fri 11/13: Class canceled, see you Monday.

Wed 11/11: No Class - Veteran’s Day.

Mon 11/9: Surface integrals, continued.

Fri 11/6: Surfaces, Area, and Surface Integrals.

Wed 11/4: Surfaces and Area.

Mon 11/2: Curl and Divergence.

Fri 10/30: Green’s Theorem.

Wed 10/28: The Fundamental Theorem for line integrals.

Mon 10/26: Line integrals.

Fri 10/23: Vector fields.

Wed 10/21: Exam 2.

Mon 10/19: Review for Exam 2.

Fri 10/16: Spherical coordinates.

Wed 10/14: Spherical coordinates.

Fri 10/9: Cylindrical coordinates.

Wed 10/7: Triple integrals.

Mon 10/5: Applications of double integrals.

Fri 10/2: Double integrals in polar coordinates.

Wed 9/30: Integrals over general 2D regions.

Mon 9/28: Double integrals, iterated integrals.

Fri 9/25: Exam 1 in class.

Wed 9/23: Review session.

Mon 9/21: Global maxima and minima.

Fri 9/18: Local maxima and minima.

Wed 9/16: Directional derivative, gradient.

Mon 9/14: Tangent planes and linear approximation, Chain rule.

Fri 9/11: Limits, continuity and partial derivatives.

Wed 9/9: Multivariable functions.

Fri 9/4: Arc length and curvature.

Wed 9/2: surfaces, space curves.

Mon 8/31: surfaces.

Fri 8/28: lines and planes, surfaces.

Wed 8/26: Dot product continued, cross product, lines and planes.

Mon 8/24: Euclidean space, vectors and vector algebra.