Course Outline Math 20A: Fundamentals of Calculus II: Fall 2013

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Math 20D_S13
Course Outline
Math 20A: Fundamentals of Calculus II: Fall 2013
Class Syllabus
Meeting Times
Instructor
Office
Phone numbers
Email
Text
Material
Prerequisite
Office Hours
Grades
Tests
Math 20A: Tuesdays & Thursdays:
10:00 - 11:15am in Lafayette L210
Prof. Daniel E. Bentil
25 Colchester Avenue (Mansfield House) Room 305
656 - 3832 (office), 656 - 2940 (Department)
mailto:[email protected]
Calculus with Applications (10th Edition) by M. L. Lial, R. N. Greenwell and N. P. Ritchey
Chapters 7 through 13
Prerequisite: Math 9 or 10, and Math 19
T: 1:00 - 2:30pm
Other times: By appointment only
Quizzes
200 points
20%
Course Compass
200 points
20%
Three Tests
300 points
30%
Final Exam
300 points
30%
Test 1: 09/19/13; Test 2: 10/10/13; Test 3: 11/14/13: Final Exam: See Exam Schedule
This is the second part of our application-oriented introduction to calculus with examples chosen from diverse fields. We shall
cover most of Chapters 7 through 11; 12.7 and 13.3 of the textbook. TI-83/84 and other calculators may be used for your own
work outside the classroom. However, their use will not be permitted during tests and examinations. Additional information on the
use of TI-83/84s can be obtained from http://www.cems.uvm.edu/~read/TI83
Quizzes will be given from time to time. Homework using "Course Compass": will be available via the online Course Compass
system. To Register and use the Course Compass System, please use the Course ID is bentil61302. For those who have access
codes
from Math 19, please
check the
website on how
to enroll in another
section:
http://pearsonmylabandmastering.com/students/#enroll
Please stick to the deadlines for completing each assignment. The average of the course compass assignments will be found at the
end of the semester. Please work consistently.
Guidelines
Course Compass Website: http://www.coursecompass.com/
Course Expectation & Conduct: The purpose of our class meetings is to help you to obtain the core material that will allow you
to learn through your own work outside the classroom. Therefore, an essential part of your {positive} learning process is to look
for additional information from the library and other sources (namely, my office hours and Math Help Sessions).
All rules including student class conduct, cheating, attendance (partial credit will be given for attendance), etc. will be handled as
required by the student code of conduct currently in effect. Should you miss a quiz or test due to illness or an emergency, you will
be required to provide a note from your Dean's office in order to be allowed to make-up on the tests and quizzes.
Students with Special Needs: Students with documented learning disabilities are entitled by law to certain “reasonable
accommodations.” If you have a documented reason for special accommodations, you must provide written evidence of this as
soon as possible from the appropriate office. No accommodations can or will be given without the documentation. Each time
special accommodations are requested, the request must be submitted, in writing, at least one week before the event.
www.cems.uvm.edu/~dbentil/2013_2014/M20A_Fall_13.html
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Class Syllabus
Math 20A: Fundamentals of Calculus II
Fall 2013
DATE
SECTION
Aug 27
Welcome Message & Course Expectations
Visit Course Compass
12.7 L'Hospital's Rule
7.1 Antiderivatives
Aug 29
7.2 Substitution
Sep 3
7.3 Area & Definite Integral
Sep 5
7.4 Fundamental Theorem of Calculus
Sep 10
7.5 Area Between Two Curves
Sep 12
7.6 Numerical Integration
Sep 17
Sep 19
Review
1st Midterm Exam (Chapters 7 & 12.7)
Sep 24
8.1 Integration by Parts
Sep 26
8.2 Volume and Average Value
Review
1st Midterm Exam (Chapters 7 & 12.7)
8.3 Continuous Money Flow
Oct 1
8.4 Improper Integrals
Oct 3
13.3 Integrals of Trigonometric Functions
Oct 8
Review
Oct 10
2nd Midterm Exam (Chapters 8 & 13.3)
Oct 15
10.1 - 10.2 Differential Equations
Oct 17
10.1 - 10.2 Differential Equations
Oct 22
10.3 Euler's Method
Oct 24
10.4 Application of Differential Equations
Oct 29
9.1 Functions of Several Variables
Oct 31
9.2 Partial Derivatives
Nov 5
9.3 Maxima & Minima
Nov 7
9.4 Lagrange Multipliers
9.6 Double Integrals
Nov 12
www.cems.uvm.edu/~dbentil/2013_2014/Hwk_Fall_13_M20A.htm
Review
2nd Midterm Exam (Chapters 8 & 13.3)
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Nov 12
9.6 Double Integrals
Nov 14
3rd Midterm Exam (Chapters 9 & 10)
Nov 19
11.1 Continuous Probability
3rd Midterm Exam (Chapters 9 & 10)
11.2 Mean & Variance of Random Variables
11.3 Probability Density Functions
Nov 21
Independent Study
Nov 25-29
Thanksgiving Recess
Dec 3
Review
Final Exam: TBA
www.cems.uvm.edu/~dbentil/2013_2014/Hwk_Fall_13_M20A.htm
Independent Study
Thanksgiving Recess
Review
Final Exam: TBA
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