Table of topics and assignments  

Hector Leon will be Learning Assistant for our class. You can meet him after class, in the regular room, TR 2:15pm-3:15pm.

New! Another Learning Assistant for all Calculus III sections is Alejandro Ginory. His schedule is: MW 1:00-4:00pm in VH 180.

VH 180 will also serve as a study hall for students in various math courses. LA's will be available for help. The schedule is: M 4-8pm; T 1-3pm; W 6-9pm; R 1-3pm; F 4-7pm.

 

Date Topics Covered Suggested Assignment Comments
Jan. 10 11.1
11.2		 1, 4 7-43 odd, 47-50, 51*, 52*, 53*, 54*
1-15 odd, 17-20, 23-35odd, 45, 47, 53, 55, 57, 61*, 62*		 Symbol * denotes more difficult, or more theoretical problems.
Exams contain mostly standard problems, but one or two
may be like the * ones.
Jan. 12 11.3
 1,7,13,19,23,25,27,28-31,35,39*,41*
 Quiz 1 on Thursday, January 19, covers 11.1-11.4.
Jan. 17 11.4
 1,3,7,11,13-16,19,21,26,28,29,37*,38*
  
Jan. 19 11.5
Quiz 1		 3-9odd,11-14, 15-37odd, 47, 49, 51-54all

  
Jan. 24 11.6 3-17odd, 21-24, 25-39odd Quiz 2 on Thursday, January 26, covers 11.5, 11.6.
Jan. 26 11.7
Quiz 2		 1,9,11-14, 15-33odd, 47
  
Jan. 31 12.1
12.2
12.3		 9-23odd,27,29,33,34,35,41,43,45
1-11odd, 15, 19-25odd, 29-37odd, 41-44, 45, 49, 53*,57*
5-15odd,19,20,23-29odd,31,32,33		  
Feb. 2 12.4
12.5		 5-9odd,15,17,21-24
5-9odd,17,19-21,23,25,29,46*,47*,48*		 Quiz 3 - take home- Due Tue. Feb. 7
(pb. 23, p. 879 and
pb. 46, p. 880 but for y= ln x instead of y =e^x).
Feb. 7 12.6 3-7odd,9*,11*,12*,17,19,27-33odd,37.47-50all,52,54,55,59  
Feb. 9 13.1
13.2		 3-7odd,19,23,27,28,29-41odd,51,61 (do these after exam 1)
5-19odd,23,25,29,30,32,33*,39* (do these after exam 1)		 Exam 1 on Thursday, Feb. 16 covers all sections done
from Chapters 11 and 12. It does not cover 13.1, 13.2.
Feb. 14 Review for Exam 1 Below  are two exams 1 that I gave in past years; the structure of your exam
may be similar, but the problems will likely be different.
Exam 1 - Spring 2010
Exam 1 - Spring 2007		 Possible theoretical topics on Exam 1 (you should know the proof of these):
Thm.11.3.3, Thm 11.4.6, Thm. 12.2.8, the param. equations
of projectile motion p. 889-890,  plus all the starred exercises.
Feb. 16 Exam 1 Review exercises: Chp. 11 (p. 838-839) #1,2,4-10all,15-17all,19-23all,25
Chp. 12 (p. 902-904) #1-8all,11-19odd, 20, 21-33odd, 34, 37*		 Solution key to Exam 1
Feb. 21 13.3 1-5odd,12-16all,17-33odd,47-53odd,89,91,94,95*  
Feb. 23 13.4
13.5		 1,3,9-17odd,23,25,27-30,33,41,43,53,62
3-11odd,17-23odd,37-49odd,52,55*,57*		  
Feb. 28 13.6 1-5odd,9,13,23,27,37-53odd,72,73,74,77,81*,86* Quiz 4 - take home - Due Tue. March 6
Mar. 1 13.7
 1-13odd,17-20,23-31odd
  
Mar. 6 13.8
13.9		 1,9-17odd,27,29*,31-47odd
7,9,23-29odd,24		 Quiz 5 - take home - Due Thu. March 22
Mar. 8 14.1
14.2		 5-15odd, 19, 29-35odd
1-21odd,29,31,33-36,39-43odd,47,49,53,54		 Have a good Spring Break!
But spend some time to review for upcoming Exam 2;
see also the take home Quiz 5 above.
Mar. 20 14.3
11.8		 5-19 odd, 25-33 odd
1-7odd,15-18all,19,21,27-41odd
  
Mar. 22 14.5
14.6
 1,7-11odd,15-21odd,25,33
1,3,7-19odd,27,29		  
Mar. 27 Review for Exam 2 Review exercises: Chp. 13 (p.997-998) 6,11,13,17,18,25,26,28,29,30*,33-37odd,38*
Past Exams:
Exam 2 - Spring 2010
Exam 2 - Spring 2007		 Exam 2 - Thursday, March 29 covers all sections of Chapter 13
and the sections from Chapter 14 done up to (and including) Mar. 22.
(no spherical coords. integrals for this exam)
There are no particular theorems that I will ask you to prove this time.
However I can choose one or two exercises with a more theoretical
flavor from your suggested homework.
Mar. 29 Exam 2    
Apr. 3 14.6 spherical 1,3,7-19odd,27,29  
Apr. 5 14.7
14.8		 21,25,35,38
4,13,17,33,35,37,38		  
Apr.10 14.4
15.5		 5,9,23,51,53,54*,55*
1,3,5,32,33		 Quiz 6 -take home - Due Tuesday, April 17
Apr. 12 15.1
15.2
15.3		 1,2,7,15,17,21,35*,37*,38*,39*,40*
9,15,19,21,29,37,41-45odd
3-11odd,17,19-22,31*,32*,34*		  
Apr.17 15.4 5-9odd,21,25*,26*,32*,33,35,38*  
Apr. 19 Review For sections done after Exam 2, do all the suggested exs. above.
To review earlier topics here is a list of problems:
4,9,15,16,19-23 p.838-839;
30,34,50 p. 820;
7,17,29,33,34 p. 904;
12,25,26,28-30,34,35 p. 998;
12,16,22,23,25,26,32,37 p.1081-1082.
Also review the mentioned topics from your earlier quizzes and exams.		 The final will cover quite well the sections done after Exam 2 (including integrals in spherical coords.)
and will contains some problems from the earlier parts of the course.
These latter ones will be chosen from the following topics:
 basics on vectors; writing equations of lines and planes satisfying certain conditions;
 basics on curves and motion on a curve, arc length (no need to memorize formulas for curvature, binormal etc.);
 partial & directional derivatives, gradient, chain-rule; tangent planes and normal lines to surfaces;
 optimization & Lagrange multipliers; set up double or triple integrals, reversing order of integration.
Review session: Saturday, Apr. 21, 1:00-2:30pm, regular room.
Final exam
12:00-2:00pm
regular room		   These are your scores on the final (out of 150) and grade for the class.

Have a good Summer!		 One you forgot two textbooks in the classroom after the final. To claim them, please send me an e-mail.