Scheduler

21-122: Integration, Differential Equations and Approximation

Units 10
Department Mathematical Sciences
Prerequisites 21-112 or 21-120 or 21-121
Related URLs http://www.math.cmu.edu

Integration by trigonometric substitution and partial fractions; arclength; improper integrals; Simpson's and Trapezoidal Rules for numerical integration; separable differential equations, first order linear differential equations, homogeneous second order linear differential equations with constant coefficients, series solution, Newton's method, Taylor's Theorem including a discussion of the remainder, sequences, series, power series. 3 hrs lec., 2 hrs. rec.

Missing some of your favorite features that used to be here?

Don't worry, were working hard to get these features implemented. Check back soon!

Sections

Section Time Day Instructor(s) Location
1 09:30 am – 10:20 am MWF Walker DH 2315 Add
A 08:30 am – 09:20 am TR Instructor TBA DH 1217 Add
B 09:30 am – 10:20 am TR Instructor TBA PH A21 Add
C 11:30 am – 12:20 pm TR Instructor TBA BH 235A Add
D 03:30 pm – 04:20 pm TR Instructor TBA BH 255A Add
2 10:30 am – 11:20 am MWF Walker DH 2315 Add
E 10:30 am – 11:20 am TR Instructor TBA DH 1217 Add
F 12:30 pm – 01:20 pm TR Instructor TBA DH 1217 Add
G 02:30 pm – 03:20 pm TR Instructor TBA BH 235B Add
H 03:30 pm – 04:20 pm TR Instructor TBA DH 1209 Add
I 04:30 pm – 05:20 pm TR Instructor TBA BH 237B Add
Section Time Day Instructor(s) Location
1 08:30 am – 09:20 am MWF Instructor TBA PH 100
A 08:30 am – 09:20 am TR Akopian DH 1212
B 11:30 am – 12:20 pm TR Seguin WEH 8427
C 12:30 pm – 01:20 pm TR Seguin WEH 8427
D 03:30 pm – 04:20 pm TR McKenney DH 1112
E 04:30 pm – 05:20 pm TR McKenney PH A21
2 09:30 am – 10:20 am MWF Instructor TBA PH 100
F 08:30 am – 09:20 am TR Mostovyi SH 214
G 11:30 am – 12:20 pm TR Mostovyi DH 1209
H 12:30 pm – 01:20 pm TR Rute DH 1211
I 01:30 pm – 02:20 pm TR Rute DH 2122
J 03:30 pm – 04:20 pm TR Espig DH 2105
K 04:30 pm – 05:20 pm TR Espig DH 2105

Textbooks

We don’t have textbooks yet. Check back closer to the beginning of Spring 2009.

Never gonna give you up, never gonna let you down © 2004–2008 The Carnegie Pulse