5 October 2013 There has been much confusion about
calculators, not helped by the fact that the version code of the
"official McMaster calculator" is very hard to discover. Here is the
word from the Registrar: the official McMaster calculator is the Casio
fx991MS. This is the only calculator allowed in the final exam, and
hence it is the only calculator allowed in the upcoming midterm. Please
ensure that you have the correct calculator by Thursday.
5 October 2013 Q64 on the practice problems has the wrong
answer given: the correct answer is (c), not (d). Thanks to Michelle
for pointing this out.
5 October 2013 Dr Bays' website is linked to his name on the
instructor list below. He is posting his lecture notes there.
3 October 2013 Midterm 1 coming up in one week. It will
cover: 1.6, 2.5, 2.7, 2.8, 3.1, 3.2, 3.3, 3.4, 3.5, 3.6, 3.11, 4.1 and
4.8. Note that Chapter 1, 2.1, 2.2, 2.3 (except Squeeze Theorem) are
assumed background knowledge. A practice test (with answers) is posted here,
to give you an idea of the length and approximate difficulty of the
upcoming test. (It does include one problem from 4.2; this material
will not be on the test next
week.) Tutorials next week will be review for the midterm.
Additionally, there are four review sessions scheduled through the Math
Help Centre. These are all in ITB 137: Monday Oct 7 20:0022:00,
Tuesday Oct 8 16:3018:30, 19:0021:00, 21:0023:00. These sessions are
for your benefit  come prepared with questions to ask the TAs.
1 October 2013 Room assignments are now posted for the first
midterm on 10 October; check this website
for the information. If you have a scheduled conflict with the midterm
time, you will also find there a link from which you can request to
take the midterm at the alternate time, which is Wednesday Oct 9
2:304:00.
29 September 2013 Here
is a big collection of practice questions for you to work on in
preparation for the upcoming midterm. The answers are in a separate file.
Consult your TA, the Math Help Centre or your instructor if you have
specific questions about any of the problems. Later this week, a
practice midterm will be posted, as well as the sections of the book
that will be tested on the midterm.
26 September 2013 Dr Bays has not yet covered Newton's method
in class, so the deadline for Maple Lab 1 is extended until Saturday at
midnight to give his students a chance to understand what they are
supposed to be doing. He will cover the material in class on Friday 
don't miss it!
24 September 2013 A lost phone and and lost black,
longsleeved shirt were found in the lecture room after Irena's 1ZA
tutorial this afternoon. Contact Irena if you think they are yours.
23 September 2013 Question 11 part (a) on Assignment 2 was
being marked incorrectly. The problem has now been fixed. If you have
already done that question, go back and see if it was regraded
20 September 2013 As many of you noticed, the homework
website crashed last night. The server was down from about 10pm until
about 5am this morning. Because we really want you to do that
assignment, the deadline is extended until midnight tonight (Friday
night). Hopefully it will not crash again this evening.
16 September 2013 Michelle's and Irena's office hours are now
posted under instructor information.
16 September 2013 You can now selfregister into the Homework
Website. Follow the instructions on the page for logging in for the
first time.
16 September 2013 If you joined the class late, so that your
name is not on the class list originally uploaded to the Homework
Website system, send an email to Mr McLean mcleac3@math.mcmaster.ca
with your full name, student id number and macid. He will put you into
the system, and send you an email with your initial password.
Week 
Topic 
Work due this week 
Tutorial topic/remarks 
Week 0 Sept 5  6 
L1 Introduction: 1.6 Inverse
functions 

Week 1 Sept 9 13 
L2 Review trig, inverse trig L3 2.5 Continuity  review limits L4 2.5 Intermediate value theorem 
Assignment 0: Review due Thursday, Sept 12 Maple Lab 0: Continuity due Thursday Sept 12 
Introduction to Maple How to get the most out of your textbook Here is a useful link, found by your TAs. 
Week 2 Sept 16  20 
L5 2.7 derivative as a limt
L6 2.8 differentiability L7 3.1, 3.2, 3.3 derivatives of poly/exp/trig/prod,quot.rules 
Assignment 1: Limits,
continuity, derivative as slope due Thursday Sept 19 
Examples from sections 1.6,
2.5, 2,7  continuity, IVT, definition of the derivative 
Week 3 Sept 23  27 
L8 4.8 Newton's method
L9 3.4, 3.5 Chain rule/implicit differentiation L10 3.5, 3.6 derivatives of log functions, inverse functions 
Maple Lab 1: Newton's method due Thursday Sept 26 
Newton's method, lots of
derivatives. 
Week 4 Sept 30  Oct 4 
L11 3.11 hyperbolic
functions/inverses/derivatives
L12 4.1 Max/min values L13 4.2 Mean value theore 
Assignment 2: Differentiation
methods due Thursday Oct 3 
Chain rule! More on
hyperbolic functions 
Week 5 Oct 7 11 
L14 4.3 shape of graph
L15 4.4 L'Hospital's rule L16 4.5 curve sketching 
Midterm 1 Thursday Oct 10 
Review for midterm. 
Week 6 Oct 14  18 Note: Thanksgiving holiday Oct 14 
L17 4.5 more on curve sketching L18 4.7 optimization L19 4.9 Antiderivative 
Maple Lab 2: Max/min, curve
sketching due Thursday Oct 17 
Finding extreme values 
examples. Application to optimisation. 
Week 7: lectures Oct 21  25 
L20 Appendix E summation
notation
L21 5.1 area and distance L22 5.2 definite integral 
Assignment 3: Applications
of the derivative due Thursday Oct 24 
Curve sketching  examples. 
Week 8 Oct 28  Nov 1 Note: midterm break Oct 31 and Nov 1 
L23 5.3 fundamental theorem of
calculus L24 5.4 indefinite integrals 
Maple Lab 3: Numerical
integration due Wednesday Oct 30 
Summation notation,
definition of definite integral. 
Week 9 Nov 4  8 
L25 5.5 substitution L26 6.1 area between curves L27 6.2 volumes 
Assignment 4: Theory of the
integral due Thursday Nov 7 
Indefinite integrals,
substitution 
Week 10 Nov 11  15 
L28 6.2 volumes of
revolution L29 more volumes, 6.5 average value, 6.4 work L30 more on work, 7.1 integration by parts 
Midterm 2 Thursday Nov 14  review for midterm 
Week 11 Nov 18  22 
L31 7.1
more on integration by parts L32 7.2 trig integrals L33 7.3 trig substitution 
Maple Lab 4: Integrating with
the computer due Thursday Nov 21 
area, volume, work
calculations integration by parts 
Week 12 Nov 25  29 
L34 7.4 partial fractions L35 more on partial fractions L36 7.5 integration strategy 
Assignment 5: Techniques of
integration due Thursday Nov 28 
trig integrals and
substitutions 
Week 13 Dec 2  4 
L37 more on integration strategy L38 review 
integration strategies 
Week 
Section of Stewart's Calculus 
Recommended problems 
Challenge problems  just to
keep life interesting 

Week 0 Sept 5  6 
1.6 Inverse functions 
1.1: 4, 7, 8, 9, 10, 53, 73 1.3: 13, 34 1.5: 17, 24 1.6: 22, 63, 64, 65 2.3: 15 2.7: 7, 18 2.8: 43 
1.6: 77 

Week 1 Sept 9 13 
Appendix D Review trig, inverse
trig 2.5 Continuity 2.5 Intermediate value theorem 
1.6: 21, 55, 61 App D: 15, 23, 59, 67 2.5: 23, 33, 41, 45, 51, 63 
2.5: 67 

Week 2 Sept 16  20 
2.7 derivative as a limt
2.8 differentiabliity 3.1, 3.2, 3.3 derivatives of poly/exp/trig/prod,quot.rules 
2.7: 35, 51 2.8: 13, 23, 27, 37, 43 3.1: 4, 47, 65 3.2: 49, 57, 60 3.3: 36, 38 
2.7: 53 2.8: 57 3.1: 79 3.2: 61 3.3: 55 

Week 3 Sept 23  27 
4.8 Newton's method
3.4, 3.5 Chain rule/implicit differentiation 3.5, 3.6 derivatives of log functions, inverse functions 
3.4: 21, 41, 65, 73 3.5: 13, 15, 25, 39, 51, 55 3.6: 7, 17, 19, 27, 37 
3.4: 96 3.5: 73 3.6: 55 

Week 4 Sept 30  Oct 4 
3.11 hyperbolic
functions/inverses/derivatives
4.1 Max/min values 4.2 Mean value theorem 
3.11: 3, 9, 21, 33, 43, 51 4.1: 9, 25, 53, 55, 59, 61 4.2: 3, 5, 9, 13, 17, 23 
3.11: 57 4.1: 75 4.2: 36 

Week 5 Oct 7 11 
4.3 shape of graph
4.4 L'Hopital's rule 4.5 curve sketching 
4.3: 9, 13, 35, 31, 41, 83 4.4: 11, 23, 33, 41, 45, 53, 57, 62 
4.3: 87 4.4: 84 

Week 6 Oct 14  18 Note: Thanksgiving holiday Oct 14 
4.5 more on curve sketching 4.7 optimization 4.9 Antiderivatives 
4.5: 9, 15, 29, 53 4.7: 3, 7, 15, 19, 23, 35 4.9: 3, 19, 33, 43, 61 
4.5: 56 4.7:76 4.9: 47 

Week 7 Oct 21  25 
Appendix E summation notation
5.1 area and distance 5.2 definite integral 
App E: 7, 9, 15, 17, 31, 33
5.1: 5, 7 5.2: 1, 2, 7, 17, 22, 29, 33, 37 
5.1: 24, 25, 30 5.2: 41, 68a 

Week 8 Oct 28  Nov 1 Note: midterm break Oct 31 and Nov 1 
5.3 fundamental theorem 5.4 indefinite integrals 
5.3: 2, 7, 15, 19, 29, 31
5.4: 5, 6, 15, 18, 23, 27, 31, 37, 59, 62 
5.3: 75
5.4: 53 

Week 9 Nov 4  8 
5.5 substitution 6.1 area between curves 6.2 volumes 
5.5: 3, 5, 6, 7, 10, 15, 21, 35,
53, 59, 71 6.1: 3, 9, 17, 19, 23, 26, 31 6.2: 1, 2, 6, 7, 9, 13, 29 
5.5: 87, 88 6.1: 54 6.2: 61, 65 

Week 10 Nov 18  22 
6.4 work 6.5 average value 7.1 integration by parts 
6.4: 1, 3, 7 6.5: 1, 2, 5, 8 7.1: 2, 12, 19, 21, 30, 41 
6.4: 17 6.5: 25 7.1: 72 

Week 11 Nov 19  23 
7.2 trig integrals 7.3 trig substitution 7.4 partial fractions 
7.2: 5, 15, 24, 39, 57, 65 7.3: 1, 5, 10, 13, 31, 34 7.4: 3, 13, 22, 27, 38, 45, 53 
7.2: 70 7.3: 43 7.4: 59, 63, 71 

Week 12 Nov 25  29 
7.4 more on partial fractions 7.5 integration strategy 7.5 more on integration strategies 
7.5: 15, 19, 29, 36, 41, 48, 53, 82 
7.5: 83, 84 

Week 13 Dec 2  4 
8.1 arc length section 8.1 is omitted review 
8.1: 3, 9, 13, 16, 35  8.1: 41 
Wed Sept 11 
Thurs Sept 12 
Wed Sept 25 
Thurs Sept 26 
Wed Oct 16 
Thurs Oct 17 
Tues Oct 29 
Wed Oct 30 
Wed Nov 20 
Thurs Nov 21 

BSB 244  2:308:30  2:308:30  2:308:30  2:308:30  2:308:30  2:308:30  2:308:30  2:308:30  2:308:30  
BSB 249  3:305:30  
KTH B123  2:306:30  2:306:30  2:306:30  2:306:30  2:306:30  2:306:30  2:306:30  2:306:30  2:306:30  
KTH B121  2:308:30 
Monday 
Tuesday 
Wednesday 
Thursday 
Friday 

8:309:30 
1ZA
section 1 JHE 376 C. McLean 
1ZA
section 1 JHE 376 C. McLean 
1ZA
section 1 JHE 376 C. McLean 

9:3010:30 
1A
section 2 HSC 1A1 D. Haskell 
1A
section 2 HSC 1A1 D. Haskell 
1A
section 2 HSC 1A1 D. Haskell 

10:3011:30 
office
hours E. Harper 

office
hours E. Harper 
office
hours D. Haskell 

11:3012:30 
1A
section1 JHE376 E. Harper 
1A
section1 JHE376 E. Harper 
1ZA
tutorial 2 

12:3013:30 
1ZA
tutorial 1 
1ZA
section 2 JHE 376 D. Haskell 
1ZA
section 2 JHE 376 D. Haskell 
1ZA
section 2 JHE 376 D. Haskell 

13:3014:30 
office
hours D. Haskell 
1A
section1 JHE376 E. Harper 

14:3015:30 
office
hours M. Bays 14:0015:00 
office
hours E. Harper 

15:3016:30 
1ZA
section 3 TSH B128 M. Bays 
1ZA
section 3 TSH B128 M. Bays 
1ZA
section 3 TSH B128 M. Bays 

16:3017:30 
office
hours M. Bays 
1A
tutorial 2 
office
hours M. Bays 

17:3018:30 
1ZA
tutorial 3 

14:3020:30 (ends 16:30 on Fridays) 
Math
Help Centre Irena 16:3018:30 
Math
Help Centre Michelle 15:3017:30 
Math Help Centre  Math Help Centre  Math Help Centre 