Calculus Theory 2

Homework Assignments Semester 1


Problems Due
Welcome!  Cryptography and Factoring 8/26
Cryptography and Factoring 8/30
Cryptography  and Factoring 8/31
review (sophomore retreat) 9/2
review (sophomore retreat); do all problems on Limits Review worksheet 9/3
(no school) 9/6
review; redo problems 32 and 33 of chapter 11; make a list of topics you want to review 9/7
work on PS 1 9/9
review: Apostol p. 180 problems 20-23 9/10
PS 1 due; start chapter 13 9/13
Apostol p. 181 problems 24(a), 30, 31, 34; chapter 13 pp 256-258 9/14
Apostol p. 179 problems 1-14; chapter 13 pp 259-261. 9/16
Apostol exercises 4.21: pick 3; chapter 13 pp 262-264 9/17
Apostol exercises 4.21: pick 3 more; chapter 13 pp 265-271. 9/20
Spivak finish up chapter 13, do problems 5, 6, 7(i, iii, v, vii) and 8(i,iii,v) 9/21
work on PS 2 (chapter 13, problems 7(ii,iv), 8 (ii, iv, vi) 9/23
Riemann sums 9/24
PS 2 due; Chapter 14, pp 285-288 9/27
Chapter 14, pp 289-292; do problem 2 9/28
Chapter 14, pp 293-296; do problem 5(i) 9/30
Binary day; install Java SDK and Eclipse 10/1
paper topic due; do Anton p. 407 problems 9-24 10/4
hand in one of chapter 14, problems 12(a,b,c), 25(a,b,d), 26(i,ii); start reading chapter 15 10/5
work on PS 3 (chapter 14, problems 12(a,b,c), 25(a,b,d), 26(i,ii)) 10/7
(no school) 10/8
(no school) 10/11
PS 3 due; Chapter 15, reading and problem 1 10/12
go over problem set 3; review for test 1 10/14
Test 1 10/15
paper sources due; go over Test 1; finish reading chapter 15, do problem 2 10/18
chapter 15, problems 3, 4(a,b) and 6 10/19
work on PS 4 (chapter 15, problems 7, 11, 12) 10/21
(no school) 10/22
PS 4 due; start reading chapter 18 10/25
read up to page 348 of chapter 18 (you do not need to know the proof of Theorem 6 or anything after that).
Do problem 1(i,ii,iii)
10/26
Do problems 1(viii,ix,x) and 2 10/28
Do problems 3, 5 and 6 10/29
paper rough draft due; we'll start discussing chapter 19 11/1
Do problems 7, 8 and 20 11/2
work on PS 5 (chapter 18, problems 21, 22 and 23) 11/4
chapter 19, problem 3 (do as many parts as you can) 11/5
PS 5 due 11/8
go over P5, review for test, continue chapter 19 11/9
Test 2 11/11
go over test 2; u-substitution 11/12
paper final draft due; chapter 19, problem 2; u-substitution practice 11/15
problem 1; more u-substitution  practice; partial fractions and other algebraic tricks 11/16
work on PS 6 (chapter 19, problem 5 parts ii, iv, vi and viii); hand in parts i, iii, v done on your own at the start of class; if you have time you can do part x as a group challenge problem (due 11/22 with the other even parts) 11/18
problem 4; trig substitutions 11/19
PS 6 due; start chapter 19 appendix 11/22
chapter 19 appendix, problems 1 and 2 11/23
(no school) 11/25
(no school) 11/26
No homework!  Enjoy Thanksgiving!  miscellany (area and homomorphisms) 11/29
Anton 7.2: 1, 3, 5, 7, 9 11/30
work on PS 7 (chapter 13 problem 23(a,b,c) and chapter 19 appendix problems 3 and 5) 12/2
Anton 7.2: 17, 19, 23, 33, 35, 37 12/3
PS 7 due; curve length 12/6
Anton 7.4: 3, 5, 7, 9, 11, 13 12/7
Test 3 12/9
review for final 12/10
review for final 12/13
(exams) 12/14
final exam 12/16
(exams) 12/17