Math
1100-3: Quantitative Analysis (Business Calculus)
Summer 2009
MW
7:30-9:00 p.m., LCB 225
Instructor: Noelle Conforti
Office
Hours:
Mondays
and Wednesdays: 6:00 p.m. - 7:00 p.m. (LCB 318) and 7:00 p.m. - 7:25
p.m. (group
homework sessions) (LCB
225)
Tuesdays and Thursdays: 4:00 p.m. - 5:00 p.m. (LCB 318)
I
am also available by appointment any time my
schedule is
clear
Syllabus
Course Schedule (updated 7/27)
Notes:
Thanks for a great semester! Good luck in the future!
A note about final grades: Final letter grades have been officially submitted and should be viewable to you in the Campus Information System. Grades will not be changed unless there is an error on my part. The grade you earn is the grade you receive; there are no options for extra credit or raising your grade once the semester has ended.
Picking up your graded Final: I want to remind you that I am moving to North Carolina, and I will be leaving Utah on August 9th. I will take a copy of your final exams with me so I can answer questions you have via email, and I will leave the exams with the Math secretary in JWB 233 for you to pick up. She will keep them for one year.
I posted the Final Exam key here.
Exams
(these
dates will NOT change):
Exam
1: Wednesday, June 10 (Chapter 9) (Review
Guide)
(Review
Questions)
(Review
Answers)
Exam
2: Monday, July 6 (Chapters 10, 11) (Review
Guide)
(Review
Questions)
(Review
Answers)
Exam
3: Monday, August 3 (Chapters 12, 13, 14) (Review
Guide)
(Review
Questions)
(Review
Answers)
Comprehensive
Final
(Chapters 9-14): Thursday, August 6: 7:30 – 9:30 p.m., LCB 225
(Review
Guide)
(Review
Questions)
(Review
Answers (updated))
(Answers
with Graphs)
Quizzes
(these
dates will NOT change):
Quiz
0: Wednesday, May 20 (Key)
Quiz
1: Wednesday, May 27 (Key)
Quiz
2: Wednesday, June 3 (Key)
Quiz
3: Wednesday, June 17 (Key)
Quiz
4: Take Home Quiz Due Monday, June 29 (Key)
Quiz
5: Monday, July 13 (Key)
Quiz
6: Monday, July 20 (Key)
Quiz
7: Monday, July 27 (Key)
Homework
Problems:
*Problems
in brackets [ ] are optional challenge problems
Chapter 9: Derivatives
Section 9.1: #1-35 odd, 46, 47, 48, 49, 53
Section 9.2: #1-15 odd, 21-31 odd, 39 [37, 38]
Section 9.3: #1-17 odd, 27-37 odd, 34
Section 9.4: #1-29 odd, 31a, 33a, 35a, 43
Section 9.5: #1-25 odd, 43 [37, 38]
Section 9.6: #1-27 odd, 29a, 31a, 33, 41
Section 9.7: #1-33 odd
Section 9.8: #1-25 odd, 35, 37
Section 9.9: #3, 5, 9-19 odd, 23-31 odd [35, 37]
Chapter 10: Applications of Derivatives
Section 10.1: # 1-35 odd, 43-47 odd, 51 (note: for 31, 33, 35 I suggest you find these derivatives on your own)
Section 10.2: # 1, 3, 5-10 all, 11-23 odd, 27, 29, 33 [31]
Section 10.3: # 1-29 odd, 33, 37
Section 10.4: # 1, 3, 5, 11, 13, 15, 17, 21 [23, 27]
Section 10.5: # 1-27 odd [41]
Chapter 11: Derivatives Continued
Section 11.1: # 1-33 odd [fun applications: 49, 51]
Section 11.2: # 1-33 odd, 41 [37, 39]
Section 11.3: # 1-29 odd, 31-45 odd [49, 51]
Section 11.4: # 1-19 odd, 29-39 odd
Section 11.5: # 1-9 odd, 11a-c
Chapter 12: Indefinite Integrals
Section 12.1: # 1-29 odd, 35, 37, 39, 41
Section 12.2: # 3-33 odd, 39, 41a-c, 43 [41d]
Section 12.3: # 1-41 odd, 49
Section 12.4: # 1-11 odd, 15-25 odd
Chapter 13: Definite Integrals
Section 13.1: # 1-11 odd, 15-25 odd, 29, 31
Section 13.2: # 1-25 odd, 31-47 odd
Section 13.3: # 1-31 odd
Section 13.4: # 1, 3, 5, 9, 11, 13, 17, 19, 21, 23, 27, 29, 31
Section 13.7: # 1-19 odd [27, 29]
Chapter 14: Functions of Two or More Variables
Section 14.1: # 1-21 odd, 23, 25
Section 14.2: # 1-17 odd, 23, 27, 31, 33, 35 [43]