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General information about math 220, a calculus course offered at the university of maryland, college park. The course is taught by tim pilachowski and covers topics from elementary calculus and its applications. Students are expected to attend lectures and discussions regularly, complete homework assignments, and seek help when necessary. Information about textbooks, office hours, tutoring, and exam schedules.
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MATH 220MATH 220MATH 220MATH 220 DEPARTMENT OF MATHEMATICSDEPARTMENT OF MATHEMATICSDEPARTMENT OF MATHEMATICSDEPARTMENT OF MATHEMATICS UNIVERSITY OF MARYLAND, COLLEGE PARKUNIVERSITY OF MARYLAND, COLLEGE PARKUNIVERSITY OF MARYLAND, COLLEGE PARKUNIVERSITY OF MARYLAND, COLLEGE PARK General Information for Tim Pilachowski’s sections
TEXT: Calculus and Its Applications (12th^ edition) by Goldstein, Lay, and Schneider (Prentice-Hall, 2007, ISBN: 0321643658) Study Guide with Selected Solutions (12th^ edition) by Lay and Schneider (Prentice-Hall, 2007, bundled with textbook)
INSTRUCTOR: Tim Pilachowski [email protected] BE SURE TO INCLUDE “Math 220” IN THE SUBJECT LINE. COURSE INFO & SCHEDULE: follow links from http://www2.math.umd.edu/~tjp OFFICE: Math building room 3316, 301-405- OFFICE HOURS: see http://www2.math.umd.edu/~tjp TUTORING ROOM Math Building room 0301 see http://www2.math.umd.edu/~tjp Be sure to take advantage of FREE available tutoring in the Math building (room 0301) and in the Math Success program (Sun. thru Thurs., 6 to 9 pm). For schedules, click on the links at http://www-math.umd.edu/undergraduate/resources.html. Old tests are also available through this link. The primary goal of this course is to help you develop confident understanding of the concepts and techniques comprising elementary calculus and the uses of those ideas and skills in quantitative problem solving. Calculus includes some of the most important tools of mathematics and scientific reasoning. Our aim is to help you to understand the central ideas and power of the subject and to develop skill in the techniques required by applications. While the historical roots of calculus lie in the physical sciences and pure mathematics, ideas and techniques of the subject are now used effectively in the biological, social, and management sciences as well. Those newer applications will be central in this course. A schedule of topics is provided via a link on the Math 220 web page (link from http://www2.math.umd.edu/~tjp). Lecture outlines can be downloaded via a link fro the Math 220 web page (link from http://www2.math.umd.edu/~tjp). Students should be aware that credit cannot be earned for both Math 140 and 220, though it may be appropriate for some students to take these combinations of courses. Some homework may require the use of a graphing calculator. Graphing calculators will NOT be allowed for use on tests and quizzes. Expect to spend on an average at least 2 hours on homework per hour of class time (this includes reviewing, doing problems, checking and correcting them and reading the new material for the next class). The practice problems listed on the course schedule page represent the type of question you should be able to answer for each topic. Graded homework assignments will be done and submitted via the WebAssign on-line homework system. Instructions can be found by following links from http://www2.math.umd.edu/~tjp. You’ll need to purchase an access code which will be valid for one semester. You will be able to save your work as you go, and will have three opportunities to submit each completed assignment. Due dates and times will be listed for each assignment. Do the practice problems from the textbook first, to get a feel for the material, before working on the WebAssign questions. A group worksheet will be given during each discussion and usually will be based on the material of the three sections covered in lecture since the previous discussion. The Instructor reserves the right to occasionally give a quiz during the lecture class. Three 50-minute exams will be given (see dates on the course schedule page). Old exams are available on the web: Testbank archives of past exams. The University has a nationally recognized Honor Code, administered by the Student Honor Council. The pledge, approved by the University Senate, reads: “I pledge on my honor that I have not given or received any unauthorized assistance on this assignment/examination.” Unless specifically advised to the contrary, the Pledge should be handwritten and signed on all tests in this course. In conjunction with the University’s Code of Academic Integrity, allegations of academic dishonesty will be reported to the Honor Council. Excused absences will be given only with documentation and only for valid medical reasons, university business, or appearances in court. Absence for medical reasons on days when exams are scheduled requires documentation of the illness, signed by a health care professional. Excused discussion worksheets will not be used in computing the final grade. Make-up discussion worksheets will not be given. Any unexcused worksheets or tests will be counted as a “0”, including the final exam. Any student with a valid reason to be excused from any test must contact the instructor prior to the test and present documentation in the next class session attended. Messages may be left via email, or by calling my office 301-405-5150. To ensure success in this course students are expected to attend both lecture and discussion regularly, do homework as assigned, and seek help when necessary. Many resources are available: textbook, instructor, discussion TAs, friends, tutors, old tests available on the web, Learning Assistance Services in the Shoemaker Building, etc. Be thorough and complete when doing homework (checking, correcting, and making note of questions to ask).
The student’s grade will be determined as follows: The grading scale is:
WebAssign Homework 100 points A: 90 - 100% Discussion Quizzes 100 points B: 80 - 89% 50-Minute Tests 300 points C: 70 - 79% Final Exam 200 points D: 60 - 69% Total 700 points
For dates of Exams, follow the link on the Math 220 web page (link from http://www2.math.umd.edu/~tjp).
Math 220 Fall 2013 Sections 03 University of Maryland, College Park** The following course schedule is tentative, subject to change as necessary. [EOO = every other odd] Date(s) Section Textbook Practice - to be done after the lecture. Homework always includes reading the appropriate sections! week of 3 Sep 0.3 – 0.6 Chapter 0 Supplementary Exercises (on the page just before the first page of chapter 1) 1–43 every other odd 1.1 1–13 every other odd (EOO), 23, 25, 35, 37, 45, 47 1.2 7–31 EOO week of 10 Sep 1.3 5 – 45 EOO, 51, 57 1.6 5, 11, 13, 19, 23, 27, 35, 43, 47, 55 1.7 1–25 EOO, 27, 29, 31 week of 17 Sep 1.8 1, 3, 7, 11, 15, 19, 23, 29, 31 2.1 5–29 EOO, 39 2.2 1–9 odd, 17–33 EOO, 43 week of 24 Sep 2.3 1–29 EOO, 35 2.4 1–29 EOO 2.5 1, 5, 9, 13, 15, 17, 19 week of 1 Oct 2.6 5, 7, 11–19 odd, 23 2.7 1–15 odd review exams from previous semesters: Testbank archives of past exams Tues 8 Oct Exam 1 Thurs 10 Oct 3.1 1–37 EOO, 45, 49, 53 week of 15 Oct 3.2 1–17 EOO, 29, 33, 37, 51–57 odd 4.1 – 4.2 Section 4.1: 1–29 EOO; Section 4.2: 1-25 EOO 4.3 1–33 EOO, 43, 47, 49 4.4 1–41 EOO week of 22 Oct 4.5 1–33 EOO 4.6 1–37 EOO 5.1 1–25 EOO, 31 week of 29 Oct 5.2 1–25 EOO 5.4 1, 3, 5, 7, 11 Find both exact answers and approximations. review exams from previous semesters: Testbank archives of past exams Tues 5 Nov (^) Exam 2 Thurs 7 Nov 6.1 1–53 EOO week of 12 Nov 6.2 1-9 odd, 17, 19, 21, 25 6.3 1–19 odd, 23, 29, 31, 35, 37, 41, 45 6.4 3–23 odd 6.5 1–13 odd, 23, 25 week of 19 Nov 7.1 1, 3, 7, 9, 13, 15, 17, 23 7.2 1–33 EOO Review exams from previous semesters: Testbank archives of past exams Tues 26 Nov Exam 3 week of 3 Dec 7.3 5–21 EOO, 25, 31 7.4 1–15 odd, 19, 21 7.5 1, 3, 5, 9 week of 10 Dec review exams from previous semesters: Testbank archives of past exams Mon 16 Dec Final Exam 1:30 – 3:30 pm room to be announced