﻿ Calc 3

Home -> Teaching -> Math 2411/2511 -> Spring 2013

 Calculus 3 (Multivariable Calculus) Topics covered: Vectors, dot and cross products, surfaces, differentiation of functions in several variables, arc length and curvature, partial derivatives, differentials, tangent planes and normal lines, extremas, LaGrange multipliers, differential equations, multiple integration, surface area, vector fields, Green's theorem, Divergence theorem, Stoke's Theorem. Prerequisite: MATH 1401/1501 & 1411/1511 (or approval from chair) Please note that this class is cross-listed as Math 2411 (Calc 3) and Math 2511 (Honors Calc 3). Software: We will make use of the DyKnow client software. Please download and install that software. General Information Practice Exams Exam 3 Practice (with Answers) Exam 2 Practice (with Answers) Practicing partials and max/min & integration Quiz 6 Quiz 5 Exam 1 Practice (with Answers) Quiz 4 Resources Maple Assignments Maple (Optional) Assignment [ pdf ] Lectures 26 - Final Review 25 - Green's Thm [ pdf ] 24 - Work [ pdf ] 23 - Line integration [ pdf ] 22 - Vector fields [ pdf ] 21 - Review [ pdf ] 20 - Integration [ pdf ] 19 - Some review [ pdf ] 18 - Max/min Examples [ pdf ] 17 - Max/Min (and some review) [ pdf ] 16 - Gradient [ pdf ] 15 - Higher-Order Partials 14 - Limits [ pdf ] 13 - Surfaces [ pdf ] 12 - Motion in space [ pdf ] 11 - Review [ pdf ] for Exam 1 (with Answers) 10 - Curvature, tangents, normals [ pdf ] 09 - Arc length [ pdf ] 08 - Space curves [ pdf ] 07 - Distances [ pdf ] 06 - Lines, Planes, and Intersections [ pdf ] 05 - Lines and Planes [ pdf ] 04 - Dot and Cross product [ pdf ] 03 - The dot product [ pdf ] 02 - Vectors and surfaces [ pdf ] 01 - Intro to R^3 [ pdf ] Assignments Exam 3 Practice (with Answers) 25: Green and Line Integration 24: Work 23: Line integration 22: Vector fields Exam 2 Practice (with Answers) 18: Practicing partials and max/min & integration 17: Max/Min 16: Gradient 15: Higher-order Partials Quiz 6 14: Limits 13: Surfaces Quiz 5 12: Motion in Space Exam 1 Practice 10: Curvature, tangents, and normals 09: Arc length 08: Space curves 06: Distances and Intersections 05: Lines and Planes 04: Dot and Cross product 03: Dot product and angles 02: Vectors and surfaces HW 01: Install DyKnow, experiment with Wolfram Alpha (take a derivative, find an integral, and take a limit)

Bert G. Wachsmut