Syllabus
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Instructor
Information |
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Name |
Jiayuan Lin |
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Email |
jiayuan@uga.edu |
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Office location |
540, GSRC |
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Office hours |
MF 11:00A-12:00P |
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Phone |
(706) 542-2644 |
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Course
Information |
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Course title |
Integral Calculus |
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Course number |
MATH2210 |
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Course discipline |
Mathematics |
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Course description |
The definite and indefinite
integrals and their application to a wide variety of problems |
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Location |
303, |
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Meeting day(s) |
MWF |
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Meeting time(s) |
10:10A-11:00A |
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Prerequisite(s) |
MAT 2200 or its equivalent. |
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Textbooks |
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Required reading |
Calculus: Early
Transcendentals Version, Edwards and
Penney, 6th Edition |
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Policies |
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Introduction |
Tests 1-3: 60% Quizzes: 15%
Final Exam: 25% A=90-100, B=80-89, C=70-79, D=60-69, F=below 60. |
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Attendance |
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Introduction |
Attendance: Daily attendance is
strongly suggested. Any student with 3 of fewer absences for the semester
will be allowed the option of having their final exam score replace their
lowest test score. |
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Calculator |
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Introduction |
You may use a TI-86 or below
model calculator on most exams. |
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Test
schedule |
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Introduction |
Test 1: Friday, Feb. 10th; Test
2: Friday, Mar. 10th; Test 3: Friday, Apr. 14th; Final Exam: Friday, May 5.
Test dates for Test 1-3 are tentative and will be finalized during class. |
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Additional Information |
Test 1: Sections 5.3 - 5.8; Test
2: Sections 6.1 - 6.8 (skip 6.6); Test 3: Sections 7.2 - 7.7; Final: All the
sections covered during the semester. |
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Important
Dates |
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Introduction |
Classes Begin: Jan. 9; Holiday:
Jan. 16; Midpoint Withdrawal Deadline: Mar. 7; Spring Break: Mar.13-17;
Classes End: May 1; Reading Day: May 2; Final Exams: |
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Miscellaneous |
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Introduction |
As a general rule I do not give
make-up quizzes or exams. Quizzes will be announced so there is no need for
one to arbitrarily miss class on quiz days. If you have a legitimate
emergency, please contact the Office of Student Affairs. Student Affairs can
verify your situation and will provide your professors with this
verification. |
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Additional information |
All students are responsible for
maintaining the highest standards of honesty and integrity in every phase of
their academic careers. The penalties for academic dishonesty are severe and
ignorance of UGA policy is NOT an acceptable defense. Students should pay
particular attention to sections 5 and 7 of the academic honesty statement
found at the link below.
www.uga.edu/ovpi/academic_honesty/culture_honesty.htm |