Instructor | Keith Conrad (If this is not your instructor, this is not a page for your section of Math 1132.) | ||||||||||||||||||||||||||
1132class at gmail dot com. (I prefer this for course-related emails instead of my math department email address. When you send an email message, please include your discussion section number in the subject line and identify yourself at the end of your message.) | |||||||||||||||||||||||||||
Office hours | Mondays 1:00-3:00 PM in MSB 318 or by appointment. | ||||||||||||||||||||||||||
Class info |
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Exams |
Midterms: On
Feb. 25
and
Apr. 8 from 6 to 8 PM. You must know the room to go to for your exam; it
will not be our regular classroom. Room information is availble here.
Two sample exams for the first midterm are
here and
here. Solutions can be found
here and
here.
Two sample exams for the second midterm are
here and
here. Solutions are
here and
here.
Final: May 7th (Friday), 3:30-5:30 PM in ITE C80. Two sample final exams are here (solutions here) and here (solutions here).
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Text |
Calculus, Early Transcendentals, Vol. 2, 6th ed., by Stewart.
You can buy the text at the UConn Co-op, from the publisher's website (find a link for the book for Math 1132), or elsewhere. When you buy the book from the publisher directly, you get a discount of about $25. NOTE: Students will do homework electronically using WebAssign. If you buy the text from the Co-op or the publisher's website, you will get a WebAssign code bundled with the text. This is convenient, since the code costs about $25 each semester when purchased separately. (If you plan on taking Math 2110, multivariable calculus, you should purchase Discount Bundle 3 on the publisher's website, but also make sure you get more than one semester of WebAssign codes bundled with your book purchase.) When bundled with the text, the first WebAssign code is free and additional semesters of WebAssign codes cost $10 each. |
Brief course description: This course, a continuation of Math 1131, focuses on techniques and applications of integration and infinite series. Concepts will be treated from a geometric and algebraic perspective.
Topics Covered: Sections to be covered from the text are Chapters 5 through 8 along with 10 and 11. A syllabus is in a weekly chart here. Since lectures are twice a week, half the weekly material will usually be covered in each lecture. You are strongly urged to read the book before the corresponding lecture in the class and to use office hours of the instructor and TAs, as well as the Q Center to get help. The pace of this course is not slow. If you blow off class for a week, you may find yourself completely lost and it can be hard to catch up. Make sure to get any misunderstandings about the material cleared up right away!
Prerequisites: Math 1131. In particular, you are expected to be comfortable with differential calculus (techniques of integration make extensive use of derivatives), but if you find your expertise in this area inadequate, make sure to seriously review the material.
Homework: Your homework problems will be done using WebAssign. This provides a minimal amount of work you need to do to learn the material. Virtually the only way to learn calculus well is to solve lots of problems, and more is better than less if a fluent command of the material is your goal. Some homework questions may appear on quizzes or exams in a slightly altered form (e.g., different numbers are used).
It is a mistake to skip homework, because no skills can be learned by passive involvement, but only by regular practice. Think about how often the UConn basketball team drills basic moves and shots, even if they play a game just once a week. Do you think they practice only once a week? And do they wait to cram all their practice until the night before a game? Skills are learned best over time; you can't learn several weeks of material from this course only right before a test.
Webassign: Here are some pointers about registering and using Webassign.
First, make sure your pop-up blocker is turned off. The Webassign registration page is a pop-up, so with the blocker on all you'll see will be a blank page. If you are new to Webassign or you used it before but did not previously pay for multiple semesters of it, do the following:
Clickers: Here is how to obtain and register your clicker and some troubleshooting issues.
Gateway: The purpose of this exam is to show that you can do basic integration yourself. It consists of 10 problems on basic integrals.
Course grade: On the common course page (for all Math 1132 lectures) there is a breakdown of how much different parts of the course contribute to the course grade (including quizzes, clickers, and lab projects). The three lowest homework grades and the three lowest quiz grades will be dropped.
Makeup policy: Late work will not be accepted. If a true emergency arises, and you must miss an exam, you are responsible for notifying your TA beforehand, supplying proper documentation, and scheduling a makeup exam. On February 2, 2009, the University Senate passed a motion about religious observances which stipulated that "Students anticipating such a conflict should inform their instructor in writing within the first three weeks of the semester, and prior to the anticipated absence, and should take the initiative to work out with the instructor a schedule for making up missed work. For conflicts with final examinations, students should, as usual, contact the Office of Student Services and Advocacy (formerly the Dean of Students Office)."
Calculators: You may use calculators up to and including a TI-89. However, you should not let the calculator become a mental crutch as you try to understand the ideas of this course, most of which actually have nothing to do with calculators. You should regard the use of a calculator somewhat like that of a dictionary or grammar table for another language. Someone who needs a dictionary to translate even the simplest part of a basic French text or to hold a conversation in French does not know French that well. Of course properly using and understanding the French language means a lot more than just knowing French words and how they are inflected, but such knowledge without outside aids is an important prerequisite to becoming comfortable with French. In the same way, your comfort in this course will increase if you can handle certain basic computations quickly in your head. These include:
Academic integrity: Students are expected to avoid academic misconduct. Your integrity is not worth losing (and the course not worth failing) by falsely presenting yourself in any aspect of this course. For further information on academic integrity, see Appendix A of the Student Code.
4/2: New version of practice exams for the second midterm are posted.
2/23: Solutions to practice exams reposted to fix some errors.
2/22: Solutions to practice exams are posted near the links to the practice exams.
2/16: Practice exams are posted at the bottom of the large box up at the top (on the line about exams).
2/1: Links posted above illustrating the generation of solids with given cross-sections and the computation of their volumes using integrals.
1/20: Harris Daniels will hold a review session on material from Math 1131 from 6 to 8 PM on Jan. 27 in PB36. (Note: It is impossible in 2 hours to learn all of Math 1131 from scratch. This is a review only.)
Tell me what can be improved or what works well in this class. Note this message will be anonymous: I will not know who you are, so in particular please don't use this means of communication if you really want a response. (If you do, please use the email address at the top of the course page.)