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| Math 2210-1 | |
| Location: | JTB 130 |
| Time: | M,W,F 12:30 - 1:30 PM |
| Prerequisite: | Math 1220. |
| Text: | Calculus 8th Edition by Varberg, Purcell, and Rigdon |
| Contents: | Math 2210 is an introduction to multivariable calculus. We shall develop derivatives and integrals for functions of several variables. Early attention will be paid to vectors and motion in two and three dimensional space, with particular emphasis on linear functions of vectors and their representation as matrices. The fundamental differential operators of multivariable calculus, div, grad, and curl, and their physical interpretations for fluid and electromagnetic fields, will be examined in detail. Integration of functions on curves, surfaces, and volumes will be developed along with various applications. The course will conclude with an introduction to vector field theory and the fundamental theorem of calculus in several variables, with applications to the key partial differential equations of science, engineering, and finance. |
| Homework: | Unless otherwise announced, homework will be assigned each Wednesday and due the following Wednesday in class. It is highly recommended that students get extra practice doing similar problems by doing supplemental problems from the textbook. The homework assignments will be posted on the web page on or before the day it is assigned. Late submissions and submissions outside class will not be accepted. In the calculation of the final grade, one homework assignment will be dropped. Homework that has been ripped out of a spiral notebook will not be accepted. |
| Tests: | There will be two 60-minute tests during the semester. Please refer to the tentative course schedule for the dates and scopes of these tests. Alternative test dates will only be permitetd for truly extraordinary reasons. If you know ahead of time you will be unable to make any of the tests at the scheduled time and wish to take the test at a different time, you must request alternative arrangements (which may or may not be granted depending on your reasons) prior to the test date. Once the test date is past, no make-ups will be allowed. |
| Tentative Course Schedule: | All dates are indicated on the Tentative Course Schedule and are subject to changes, especially those in the latter part of the semester. Test dates will be finalized and announced in class one or two weeks prior to each test. It is your responsibility to keep yourself updated on the finalized test dates. |
| Grading: | Your grade will be determined according to: Homework is 35%, Exams are 30%, Final Exam is 35% |
| Final: | The final examination will be comprehensive. It will be held on Thursday, August 5, 12:30 - 2:30 PM in our classroom. |
| Mid-term Course Evaluation: | If you have any comments, suggestions, or criticisms regarding this course or my teaching you could speak to me directly, or you could fill out the anonymous Mid-term Course Evaluation Form. I would appreciate your comments. |
| Mathematics Tutoring Center | The Mathematics Tutoring Center offers free, drop-in tutoring to students enrolled in Math 2210, among others. For the list of tutors, please check their website. The tutoring center will be open starting Wednesday, May 19. The hours of operation are 8:00-8:00 Monday - Thursday and 8:00 - 4:00 on Friday. The tutoring center is closed on weekends, University holidays, and for finals. |
| ADA Statement: | The Americans with Disabilities Act requires that reasonable accommodations be provided for students with physical, cognitive, systemic, learning, and psychiatric disabilities. Please contact me at the beginning of the semester to discuss any such accommodation you may require for this course. |
University of Utah
155 South 1400 East, JWB 233
Salt Lake City, Utah 84112-0090
Tel: 801 581 6851, Fax: 801 581 4148