INSTRUCTOR: Dr. Dan Coroian
TEACHING
ASSISTANT: Susie Hatfield
OFFICE: KT 273
PHONE: (260) 481-6228
E-MAIL: Please use the WebCT mail feature
to e-mail me.
SUSIE’S
ONLINE OFFICE HOURS: To be announced weekly.
Use the Chat feature in WebCT.
REGULAR
OFFICE HOURS: MTWTh
TEXTBOOK: Calculus – An Applied Approach, 7th Edition
Larson/Edwards
TOPICS
COVERED: Chapters 1 – 4, and Sections 5.1 –
5.5
COURSE
OBJECTIVES: At the end of the course,
students should:
·
Have a better overall understanding of
functions and their graphical, numerical, analytical, and verbal
representations
·
Be able to mechanically calculate derivatives
of simple functions and combinations of functions
·
Understand definite integrals as areas
·
Understanding the relationship between
derivatives and integrals
·
Use technology appropriately to gain insight into
the solution of a problem
·
Be able to see functions in real-world
applications and to develop models in this context understand derivatives as
rates of change and in the context of local linearity
·
Have improved skills at problem solving and
critical thinking
·
Have improved skills at writing and explaining
math
QUIZZES:
There will be a weekly on-line quiz, based on the homework assignments at the
end of each section in the lecture notes. Or, if you do not like the quiz, you
could turn in the assignment by the following Tuesday. Some people actually do
both to improve their quiz grade.
EXAMS: There
will be three one-hour exams and a two-hour comprehensive final. All exams are proctored. If you live in the area, you
will most likely take the tests at IPFW. Please get familiar with the Testing
Services procedures at http://www.ipfw.edu/dlearning/testing.shtml
Otherwise, please contact
Deborah
Hein
Program
Assistant for Distance Learning
Division
of Continuing Studies
(260)
481‑6111
Kettler Hall, Room 145
Fax:
(260) 481‑6949
to set up proctoring for the exams at your location.
GRADING: Quizzes 15%
Exams 60%
Final 25%
GRADING
SCALE: A – 90% or above
B – 80% or above
C – 70% or above
D – 60% or above
FINAL EXAM: During the week of December
10-15.
NOTE: If you require disability-related arrangements for this class,
please inform me immediately.
Use the
lecture notes provided and the textbook to study the material following the
schedule below. Each section contains a homework assignment. You DO NOT have to turn in these assignments
(unless you want credit or extra credit), but I highly recommend that you work
every problem since the weekly quizzes are based on them. You will be able to
take the quiz only once, starting on Thursday through the
Sunday of each week.
NOTES: 1.You
might want to review Chapter 0, especially if it has been a while since your
last Math class.
2. To fit more information on the
computer screen try increasing the resolution (for ex. 1024 x 768, or above)
3. To print the lecture notes use the
link provided.
Week 1, Aug. 20 -
24: Sections 1.1 – 1.3
Quiz
#1
Week 2,
Aug. 27 – 31: Sections 1.4 – 1.6
Quiz
#2
Week 3,
Sept. 3 - 7: Sections 2.1 – 2.3
Quiz
#3
Week 4, Sept. 10 - 14: Sections 2.4 – 2.6
Quiz
#4
Week 5, Sept. 17 - 21: Sections 2.7 – 2.8
Quiz
#5
Week 6, Sept. 24 – 28: Sections 3.1 – 3.2
Exam
#1, over
Chapters 1 and 2
Week 7, Oct. 1 - 5: Sections 3.3 – 3.4
Quiz
#6
Week 8, Oct. 8 - 12: FALL BREAK (Mon. and Tues.)
Section 3.5
Week 9, Oct. 15 - 19: Sections 3.6
Quiz
#7
Week 10, Oct. 22 - 26: Sections 3.7 - 3.8
Quiz
#8
Week 11, Oct. 29 – Nov. 2: Sections 4.1 – 4.2
Exam
#2, over
Chapter 3
Week 12, Nov. 5 – 9: Sections 4.3 – 4.5
Quiz
#9
Week 13, Nov. 12 – 16: Sections 4.6 – 5.1
Quiz
#10
Week 14, Nov. 19 – 23: Sections 5.2 – 5.3
Quiz
#11
Week 15, Nov. 26 – 30: Exam #3, over Chapter 4, and
Sections 5.1 - 5.3
Section
5.4
Week 16, Dec. 3 – 7: Section 5.5
REVIEW
Week 17,
Dec. 10 - 15: FINAL
EXAM,
comprehensive