Assignments
week of 
exercises 
reminders 
Dec 7 to
Dec 13 


Nov 30 to
Dec 6 

Read Texbook: 1^{st} edition:
Section 7.6; 2^{nd} edition: Section
7.7
Read textbooks sections 8.8 & 8.7
(skip topic "Radius of Convergence")
 Exercises (odd numbered problems only):
From 1^{st} edition of text:
 7.6: 115, 35, 43, 45
 First do 8.8: 37 (omit
graphing), 915 (part (a) only), 17,
23
 Then do 8.7: Note: omit finding
radius of convergence if asked: 517,
2731, 35, 43, 51, 53, 55

Integration strategy: 6180
From 2^{nd} edition of text:
 7.7: 115, 35, 43, 45
 First do 8.8: 37 (omit
graphing), 915 (part (a) only), 17,
23
 Then do 8.7: Note: omit finding
radius of convergence if asked: 517,
2731, 35, 43, 51, 53, 55

Integration strategy: 6180


Nov 23 to
Nov 29 
Continue with reading and homework from last
week.
Integration strategy: 4160

Test 4 Wed Nov 25 on 6.5, 6.6, 7.1, 7.2,
7.3. See last week's homework for suggested
review material.

Nov 16 to
Nov 22 

Updated Nov 19 with
Test 4 topics
Test 4 Wed Nov 25 on 6.5, 6.6, 7.1, 7.2,
7.3
The formula sheet
will be supplied for the test.
Suggested practice:
 From 1^{st} edition of text:
 Chapter 7 Review Exercises
p.408: 115, 21, 23 (odds only)
 From 2^{nd} edition of text:
 Chapter 7 Review Exercises
p.422: 115, 21, 23 (odds only)
 Practice Tests:
 Questions 5 & 6 from
test 3 (
solutions) from the Spring 2015 edition
of this course
 Questions 16 from
test 4 (
solutions) from the Spring 2015 edition
of this course
 Questions 27 from
test 3 (
solutions) from the Summer 2014 edition
of this course
 Questions 15 from
test 3 (
solutions) from the Spring 2013 edition
of this course

Nov 9 to
Nov 15 


Nov 2 to
Nov 8 

Test 3 Wed Nov 4 on 6.16.3; see last
week's homework for suggested practice
material.

Oct 26 to
Nov 1 

Updated Oct 29 with
Test 3 topics
Test 3 Wed Nov 4 on 6.16.3
The formula sheet
will be supplied for the test.
Suggested practice:
 From 1^{st} edition of text:
 Chapter 6 Review Exercises
p.355: 139 (odds only)
 From 2^{nd} edition of text:
 Chapter 6 Review Exercises
p.363: 139 (odds only)
 Practice Tests:
 Questions 7 & 8 from
test 2 (
solutions) from the Spring 2015 edition
of this course
 Questions 14 from
test 3 (
solutions) from the Spring 2015 edition
of this course
 Questions 57 from
test 2 (
solutions) from the Summer 2014 edition
of this course
 Question 1 from
test 3 (
solutions) from the Summer 2014 edition
of this course
 Questions 25 from
test 2 (
solutions) from the Spring 2013 edition
of this course

Oct 19 to
Oct 25 


Oct 12 to
Oct 18 

Test 2 Wed Oct 14 on 5.25.5
See last week's homework for suggested review
material.

Oct 5 to
Oct 11 

Updated Oct 7 with
Test 2 topics
Test 2 Wed Oct 14 on 5.25.5
The formula sheet
will be supplied for the test.
Suggested practice:
 From 1^{st} edition of text:
 Chapter 5 Review Exercises
p.302: 3, 731, 35, 37, 43, 51 (odds
only)
 From 2^{nd} edition of text:
 Chapter 5 Review Exercises
p.309: 3, 731, 35, 37, 43 (odds
only)
 Practice Tests:
 Questions 16 from
test 2 (
solutions) from the Spring 2015 edition
of this course
 Questions 14 from
test 2 (
solutions) from the Summer 2014 edition
of this course
 Question 5 from
test 1 (
solutions) from the Spring 2013 edition
of this course
 Question 1 from
test 2 (
solutions) from the Spring 2013 edition
of this course
 Question 5 from
test 1 (
solutions) from the Fall 2012 edition
of this course
 Questions 1 & 3(b) from
test 2 (
solutions) from the Fall 2012 edition
of this course

Sep 28 to
Oct 4 


Sep 21 to
Sep 27 

Test 1 Wed Sep 23 on 3.5, 3.6,
3.7 & 4.7. See last week's homework for
suggested practice material.

Sep 14 to
Sep 20 

Updated Sep 16 with
Test 1 topics
Test 1 Wed Sep 23 on 3.5, 3.6,
3.7 & 4.7
As stated in class, no
formula sheet will be supplied for the
test. For the inverse trigonometric
functions you should know the definitions,
graphs, domain restrictions and derivative rules
for arcsin(x), arccos(x) and arctan(x).
Derivative rules and domain restrictions for
arcsec(x), arccsc(x) and arccot(x) will be
supplied if needed.
For the hyperbolic functions, you should know
the definitions, graphs and derivatives rules for
sinh(x), cosh(x) and tanh(x), and also know that
sech(x)=1/cosh(x), csch(x)=1/sinh(x) and
coth(x)=1/tanh(x).
Suggested practice:
 From 1^{st} edition of text:
 Chapter 3 Review Exercises
p.196: 12(b), 19, 35, 37, 43, 6781
(odds only)
 Chapter 4 Review Exercises
p.250: 49, 5155 (odds only)
 From 2^{nd} edition of text:
 Chapter 3 Review Exercises
p.200: 12(b), 21, 27, 37, 39, 6175
(odds only)
 Chapter 4 Review Exercises
p.255: 5157 (odds only)
 Practice Tests:

Sep 8 to
Sep 13 


