Math 324D Winter 2017

Welcome to our M324 course page. Here you can find announcements, the course calendar, and the syllabus.

Announcements

Course calendar

Date Content Comments Graphics
W 1-4 15.1-15.3: Review of double integrals Reimann sum approximations, iterated integrals
F 1-6 15.4-5: Polar coordinates, applications 15.2,3 HW due; took Quiz 1
M 1-9 15.5-6: Applications continued, surface area Approximating graph surface area
W 1-11 15.7: Triple integration 15.4, 15.5 HW due
F 1-13 15.7-8: Triple integration, continued; cylindrical coordinates Took Quiz 2 Visualizing regions of integration (this includes another example problem, "A first example," that you can use for extra practice. Try doing it before you look at the picture!)
M 1-16 No class, Martin Luther King Day 15.6,7 HW due
W 1-18 15.8-9: Cylindrical coordinates, continued; spherical coordinates 15.8 HW due
F 1-20 15.9, continued Took Quiz 3 Spherical coordinates
M 1-23 15.10: Change of variables 15.9 HW due
W 1-25 Review 15.10 HW due
F 1-27 Took Midterm 1; the median was 39/50; scores; solutions.
M 1-30 14.5: The multivariable chain rule Visualizing the chain rule
W 2-1 14.6: Directional derivatives and gradient vectors 14.5 HW due
F 2-3 16.1 Vector fields 14.6 HW due; took Quiz 4
M 2-6 No class, snow day 16.1 HW due
W 2-8 16.2: Line integrals Motivation for line integrals: work
F 2-10 16.3: Fundamental theorem for line integrals 16.2 HW due
M 2-13 16.4: Green's Theorem 1 16.3 HW due; 16.4 mini assignment due Tue night
W 2-15 16.4: Green's Theorem 2
F 2-17 16.5: How to differentiate vector fields 16.4 HW due; took Quiz 5 Visualizing divergence (Thanks to my colleague Nikolas Eptaminitakis for these excellent graphics)
M 2-20 No class, President's Day
W 2-22 Review for midterm 16.5 HW due Review slides
F 2-24 Took Midterm 2; solutions. The median was 31.5/50; scores
M 2-27 16.6: Parametric surfaces
W 3-1 Finish 16.6; 16.7: Surface integrals 16.6 HW 1 due; part 2 due Thursday night
F 3-3 16.7, continued. 16.8: Stokes' theorem Took Quiz 6; 16.7 HW 1 due
M 3-6 16.8: Stokes' theorem, continued 16.7 HW 2 due
W 3-8 16.9: Divergence theorem
F 3-10 16.10: Review 16.8 HW due Review slides
M 3-13 16.9 HW due
T 3-14 Review session, 3:30-5:30 in SIG 225 Extra credit assignment due
R 3-16 Final exam, 8:30-10:20

Syllabus