Course Schedule

WebWork Assignments are due by 11:59 PM on the listed date, except for the assignment due 2/08, which is due by 5pm. (I.e., it is due before the midterm.)

DateSubjectRogawski-Adams SectionOpenStax SectionHomework Due
1/05Introduction
1/07Iterated integrals15.15.1
1/10More general regions15.25.2WW - Introduction
1/12Triple integrals15.35.4WW - Iterated Integrals
1/13Homework #1
1/14Triple integrals 215.35.4WW - More General Regions
1/17MLK Jr. Day (No class)
1/18 (11, 12)Polar and Cylindrical Coordinates11.3, 15.41.3, 2.7, 5.3, 5.5WW - Triple Integrals
1/19 (10)Polar and Cylindrical Coordinates11.3, 15.41.3, 2.7, 5.3, 5.5
1/19 (11, 12)Spherical Coordinates15.45.5WW - Triple Integrals 2
1/20 (10)Spherical Coordinates15.45.5Homework #2
1/21Spherical Coordinates 215.45.5
1/24Change of variables15.65.7
1/25WW - Polar and Cylindrical Coordinates, WW - Spherical Coordinates
1/26Change of variables cont.15.65.7WW - Spherical Coordinates 2
1/27Homework #3
1/28Vector fields16.16.1WW - Change of Variables
1/31Scalar line integrals16.26.2WW - Change of Variables 2
2/02Vector line integrals16.26.2WW - Vector Fields
2/03Homework #4
2/04Fundamental Theorem of Line Integrals16.36.3WW - Scalar Line Integrals
2/07Midterm Review15.1-16.35.1-6.3WW - Vector Line Integrals
2/08Midterm15.1-16.35.1-6.3WW - Fundamental Theorem of Line Integrals
2/09Conservative Vector Fields16.36.3
2/11Green's theorem17.16.4
2/14Curl and Divergence16.16.5WW - Conservative Vector Fields
2/16Parametric surfaces16.46.6WW - Green's Theorem
2/17Homework #5
2/18Surface integrals16.46.6WW - Curl and Divergence
2/21Surface integrals on vector fields16.56.6WW - Parametric Surfaces
2/23Stokes' theorem17.26.7WW - Surface Integrals
2/24Homework #6
2/25Stokes' theorem cont.17.26.7WW - Surface Integrals on Vector Fields
2/28Divergence theorem17.36.8WW - Stokes' Theorem
3/02Divergence theorem cont.17.36.8WW - Stokes' Theorem 2
3/03Homework #7
3/04Review and Advanced Topics16.1-17.36.1-6.8WW - Divergence Theorem
3/07Final Review15.1-17.35.1-6.8WW - Divergence Theorem 2
3/12Final Exam15.1-17.35.1-6.8