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Instructor Information
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Professor:
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Christopher Sogge
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Course Information
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Course title
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Calculus I for Biological and Social Science Majors
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Course number
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110.106
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Course Web Page
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http://www.mathematics.jhu.edu/2001_106
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Course description
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This is the first semester in a two-semester sequence
which provides an introduction to a variety of mathematical topics of use in
analyzing problems arising in the biological sciences. It is designed for
students in biology, pre-medicine and other pre-health professions. Students
who desire a strong mathematical grounding, enabling them to take most
advanced math courses, should consider taking 110.108-109 instead.
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Course date
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Sep 10, 2001 through Dec 14, 2001
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Meeting day(s)
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Monday through Thursday
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Meeting time(s)
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Lecture: MTW 10:00 am - 10:50 am, Bloomberg 272, Sogge
Section 1: Th 9:00am - 9:50 am, Bloomberg 172, Zrebiec
Section 2: Th 9:00 am - 9:50 am, Gilman 10, Bailey
Section 3: Th 9:00 am - 9:50 am, Gilman 42, Stewart
Section 4: Th 9:00 am - 9:50 am, Gilman 18, Lee
Section 5: Th 9:00 am - 9:50 am, Gilman 14, Xiao
Section 6: Th 10:30 am - 11:20 am, Krieger 302, Zrebiec
Section 7: Th 10:30 am - 11:20 am, Shaffer 202, Xiao
Section 8: Th 12:00 noon - 12:50 pm, Gilman 22, Bailey
Section 9: Th 12:00 noon - 12:50 pm, Gilman 16, Stewart
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Course Goals
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Course Goals
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The aim of the course is to teach calculus in the biology context
without compromising the level of regular calculus. Each new concept is
typically introduced with a biological example; the concept is then developed
without the biological context; and then the concept is tied into additional
biological examples. This allows a student to first see why a certain concept
is important; then lets them focus on how to use the concepts without getting
distracted by applications; and then, once they feel more comfortable with
the concepts, it revisits the biological applications to make sure that they
can apply the concepts.
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Textbooks
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Required reading
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Calculus for Biology and Medicine , Claudia
Neuhauser, Prentice Hall, 2000, 0-13-085137-X
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Homework Policies
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Late homework will not be accepted for any reason. Missing
homework counts as a 0.
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I shall post homework assignments on the course web page
at least a week before they are due. Homework will be due in your discussion
sections. I will select a subset of the problems for grading.
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Exams
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Absences
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There will be no make-up exams. For excused absences, the
grade for a missed exam will be a weighted average of subsequent exam grades.
Unexcused absences count as a 0. Documentation of illness etc. must be
obtained from the Office of Academic Advising.
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Exam Dates
Special Needs
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There will be two exams in class, one on Tuesday, October 16,
and one on Monday, November 26. There will also be a final exam on Friday,
December 14 from 9 am - 12 noon at a location to be announced. The first exam
is scheduled so that the grades will be available in advance of the drop
date.
If you require special accommodations in the course,
please let me know by the end of the first week in class. You will need to have them registered with
the Office of Academic Advising.
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Grading Policies
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General Policy
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Any request for a grade change on a midterm exam or
homework must be submitted within one week from the time the papers are first
handed back to students (usually on the Thursday following our receipt of the
assignment or exam). Your grades will
be posted on the web as soon as they are available. You can look up your grades based on a randomly assigned PIN
number that will be given to you in discussion section. You are responsible for remembering this
PIN number. We will not e-mail it to
you if you lose it.
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Course Grade
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The course grade will be determined as follows:
- Homework: 15%
- Midterm Exams: 25%
each
- Final Exam: 35%
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Class Expectations
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Lecture and section attendance is mandatory. Students are
responsible for material presented and discussed in all class meeting and on the
web page. Students are expected to arrive on time for class and to remain for
the duration of the scheduled meeting time. Students are expected to maintain
a proper decorum. Talking in class
and cell phone interuptions will not be tolerated.
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