Prerequisite: MAC 2281 or MAC 2311, with a grade C or better.
Instructor: Dr. Tebou
E-mail:
teboul@fiu.edu
Tel: (305)
348-2939
Office hours: MW: 2:00-3:00
Just drop by my office for hep, no appointment is needed.
Lectures: M 3:15-5:25
in CP 117
W 3:15-6:25 in CP 117
Website:faculty.fiu.edu/~teboul/mac2282-sum19.html
Office: DM 427
Other times: by appointment
only.
(If you cannot make the
office hours, you can talk to me, e-mail or call me for
another arrangement
Free Tutoring: GL 120 (MTWR 0900-2000, F
0900-1700) Tel: 305-348-2441, remember to phone for an appointment if
you do not want to line up, and when you get there, ask for the
mathematics tutors. For more information about math
help,
click here. Additionally, Ozair Ahmad is
our
Learning Assistant, and he will be helping you with course or homework
questions; he will be in class every Wednesday to work with you during
the last hour. Meeting times outside the classroom will be set by you
and him on the second day of class. For a quick review of common integrals, click here
Access code for MyLabsPlus :
You can purchase an access code at FIU bookstore together with the textbook or as standalone item. Or you can purchase code online directly from Pearson while attempting to use the MyLabsPlus site (valid credit card required) - this is the cheapest option. Please be advised that you MUST purchase a code with a specific ISBN or it will not work for the course. Note: Pearson can only support access codes purchased from the bookstore and directly through the publisher. Any issues that arise from materials purchased from a third-party vendor (Amazon, Chegg, eBay, etc) must be handled by that particular company. Access codes purchased through third-party vendors will not be replaced by Pearson. This policy includes standalone access codes and access codes included within a packaged bundle.
If you are not able to purchase an access code immediately, you can use a temporary access code. A temporary access code can be obtained directly from the MylabsPlus site. A temporary access code is valid for ONLY 14 calendar days and it allows you to get started with your assignments on the first day of classes. After the code expires you will be prompted to enter the permanent code or purchase the code using a credit card. You will not be allowed to continue your course until a permanent code is entered. You cannot buy/enter a permanent code until the temporary code expires.
The
material I plan to cover includes chapters 5(5.1 to 5.6;
Riemann sums, definite integral), 6(6.1 to 6.6; applications of
integration), 8(8.2 to 8.8; techniques of integration), 10(10.1 to 10.10;
sequences, infinite series, power series), 11(1.1 to 11.5; polar
coordinates, polar
curves, parametric equations, areas).
Course Objectives: 1)
To introduce students to basic
techniques of integration (Riemann sums, Fundamental Theorem of
Calculus), and discuss some important applications including finding
the volume of a solid of revolution, the area of a surface of
revolution, work, distance traveled, the arc length of a curve,
area between two curves, the areas of regions enclosed by polar curves,... 2) To
introduce the notion of an infinite sequence of numbers, then
discuss infinite series (geometric series, harmonic series, alternating
series, convergence tests), power series, Taylor and Maclaurin series
(Remainder estimation theorem, interval and radius of convergence.)
Course outcomes: After completing the course, students
should be
able to: i) apply different integration techniques (substitution,
integration by parts, trigonometric substitution,...) to evaluate
simple integrals, or to find volumes of solids of revolution,
areas of surfaces of revolution, work done by a force, distance
traveled,... ii) decide when a given series converges or
diverges using convergence tests, to find the Taylor or Mclaurin series
of basic
functions (sine, cosine, exponential, rational, logarithmic) and
find the interval and radius of convergence
of a power series.
Communication: I
will communicate with you through the Canvas platform and your FIU
email account. Feedback and Answers key for each test will be posted on
Canvas Announcements.
Grading Scale:
00-39
F
40-59 D 60-64
C
65-69
C+
70-74 B-
75-79 B
80-84
B+
85-89
A- 90-100 A
Academic Misconduct: FIU is a community dedicated to generating and imparting knowledge through excellent teaching and research, the rigorous and respectful exchange of ideas, and community service. All students should respect the right of others to have an equitable opportunity to learn and honestly demonstrate the quality of their learning. Therefore, all students are expected to adhere to a standard of academic conduct, which demonstrates respect for themselves, their fellow students, and the educational mission of the University. All students are deemed by the University to understand that if they are found responsible for academic misconduct, they will be subject to the Academic Misconduct procedures and sanctions, as outlined in the Student Handbook.
Incomplete grades: