| Class Meetings | |||
| Instructor | Time | Place | CRN |
| Paul Pearson | Mon, Wed, Fri 11:00 - 11:50 am | Bausch & Lomb 106 | 58189 |
| Workshops (Recitations) | |||
| Teaching Assistant (TA) | Time | Place | |
| Diana Ladkany | Tue 2:00 - 2:50 pm | Hylan 1106B | |
| Alisa Thavikulwat | Thu 10:05 - 10:55 am | Hylan 1104 | |
| Adam Biesenbach | Thu 5:00 - 5:50 pm | Hylan 1106A | |
| Getting Help | ||||
| Instructor | Phone | Office | Office Hours | |
| Paul Pearson | paul dot pearson at rochester dot edu | 276-3117 | Hylan 811 | Wed 7-8pm, Thu 4-5pm, Fri 2-3pm |
| TA | Office | Office Hours | ||
| Adam Biesenbach | abiesenb at mail dot rochester dot edu | Tables Near Rush Rhees Circ. Desk | Mon 6 - 7pm | |
| Diana Ladkany | dladkany at mail dot rochester dot edu | Near Rush Rhees Circ. Desk | Tue 11:30am - 12:15pm | |
| Alisa Thavikulwat | athaviku at mail dot rochester dot edu | Carlson Lib. first floor | Tue 1 - 2pm | |
| Note: Office hours of all instructors and all TAs are open to all students taking the course. | ||||
| Extra Help | ||||
| The math study hall is staffed by math graduate students who will answer your questions on a walk-in basis. It is open Tuesdays and Thursdays from 10 am - 6 pm in Hylan 1103. A schedule will be posted on the door. It is a good place to work on homework and get help. | ||||
| LAS Study Groups | Learning Assistance Services (LAS) resources are available to all students. Students with all kinds of academic records may make use of LAS programs. LAS works with strong students who wish to become better, with students who have not yet tapped into the strategies needed to succeed in college, and everyone in between. They offer extensive study groups and workshop programs, individual study skills counseling, study skills workshops, a study skills course, and disability support. LAS study groups meet weekly and offer a time to get together with other students who are taking your course and to get advice and direction from an older student who did well in this same course. Group meetings are informal and are offered in LAS, in the residence halls, and in some classroom buildings. To learn more about about joining an LAS study group, please visit their website. You may fill out an online application to join a study group by clicking here. You may also contact LAS by visiting 107 Lattimore Hall or calling (585) 275-9049. | |||
| LAS Study Skills Program | The LAS Study Skills Program is appropriate for students who wish to improve time management, exam preparation, controlling exam anxiety, classroom notetaking, text reading, and/or problems with concentration. Study skills services are offered both as individual appointments and through Methods of Inquiry, a one-credit course that begins halfway through the academic term. For more information, visit the website for the LAS Study Skills Program, visit 107 Lattimore Hall, or call (585) 275-9049. | |||
| LAS Disability Support | If you have an academic need related to a disability, please contact LAS about disability support. The University of Rochester is committed to providing equal educational opportunities for individuals with disabilities. Costs of required auxiliary services are to be borne by the university, not by the student. For more complete information about disabilities, please read the disability handbook. Note: To be granted alternate testing accommodations, you (the student) must fill out forms with LAS at least seven days before each and every exam. These forms are not sent "automatically." Professors are not responsible for requesting alternative testing accommodations at LAS, and they are not obligated to make any accommodations on their own. | |||
| SUMS Tutors | The Society for Undergraduate Math Students (SUMS) offers one-on-one private tutoring at reasonable rates. They can be contacted at tutors at math dot rochester dot edu, or by calling (585) 275-9422, or (585) 275-4411. | |||
| University Tutoring Program | The University of Rochester Tutoring Program, for which there is a fee, is for on-going long-term assistance. Tutors are readily available and there is coverage for many courses taught at the University. Sessions are conducted on an individual basis in a mutually agreeable location. Sessions are paid for in advance. Students in The College whose demonstrated need for financial aid is 80% or greater may be eligible for a fee waiver. Help in the introductory level courses of biology, chemistry, math, and statistics should schedule an appointment with the Academic Coordinator in Learning Assistance Services. Students should be sure they have exhausted the options listed above that are free of charge before requesting an individual tutor. Questions regarding the University Tutoring Program should be directed to the Tutoring Program Coordinator by visiting Lattimore 312 or calling 275-2354. | |||
| Students Physics Society | The Students Physics Society offers free tutoring for all 100-level math, physics, and astronomy courses. Tutors are prepared to help with problem solving techniques, math methods and physical insight into problems. No appointment necessary. From Monday through Thursday the Society will hold study sessions in Bausch and Lomb 104E from 7-9 pm. An Officer of the Physics Society will be available for assistance. | |||
| Engineering Society | The Engineering Society Tau Beta Pi provides tutoring to engineering students and students taking engineering. Students may contact Elayne Stewart at 275-3954 for more information. | |||
| NROTC Students | NROTC students may seek help from their NROTC advisers, since their program does provide tutors for certain subjects. | |||
| Office of Minority Student Affairs | The Office of Minority Student Affairs coordinates study services for students in the Higher Education Opportunity Program (HEOP) and for minority students. Academic assistance is offered in sciences, mathematics, humanities, and social sciences. Students seeking help should arrange to meet with a counselor in Morey 310 or call them at 275-0651. | |||
| WebWork Feedback | All WebWork problems have a button for "email instructor." Clicking this button allows you to write a message that is emailed to the instructors and TAs. Someone will get back to you within a day or so (and maybe sooner). You do not have to copy out the problem (the system automatically does this). If WebWork won't accept your answer, then say what that answer is and how you came up with it. It helps us if you give some idea of your thought process. Be aware that email sent shortly before a set is due will almost certainly not get a reply before the set closes. | |||
| LAS Tutoring Tips (or Office Hour Tips) | ||||
Before a tutoring session:
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| Further Suggestions | ||||
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If you are having any difficulties, seek help immediately - do not wait until it is too late to recover from falling behind or failing to understand a concept. Ask an instructor or TA either in class, during office hours, or during an appointment. Email your instructor or TA, or use the WebWork "email instructor" button. Work with your classmates (this is always a good idea). It is essential not to fall behind because each lecture is based on previous work. Good study habits are important for doing your best in this course. Students who have already taken calculus offer the following advice on how to succeed. Always go to class and take good notes. Read each section in the text before it is covered in class, since you will be lost if you can't follow the instructor. Do the homework the day of the lecture or the next day (don't procrastinate). Print a copy of each WebWork assignment, do all of the homework thoroughly, write out all of the details, keep it organized, and use it to help you study. Visit LAS and join a study group. If you don't understand something, ask right away. Learn from your mistakes. Go over tests and look at solutions until you know what you did wrong and understand the solution. Figure everything out rather than memorizing. Arrange your schedule so that you have enough time every week to study and do homework. Start studying for exams early. You can't just study the night before and do well. Get plenty of rest the night before an exam. Don't stress out and don't give up. For more advice, please read this or this. The math department handbook has useful information on suggestions for first year students, assistance available to first year students, taking exams, course information, and advanced placement. |
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| Course Description |
| Textbook |
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Calculus: Early Transcendentals, 6th edition, by James Stewart (ISBN-10: 0495011665, ISBN-13: 978-0495011668). The web supplements for this book may be helpful, particularly the algebra review and the various web links for each chapter. |
| Course Description |
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Math 161 covers differential calculus, which is the mathematical method for analyzing changing quantities. Change is measured by, for example, slopes, velocities, acceleration, and, in general, derivatives. The precise definition of an instantaneous rate of change requires an understanding of limits, a notion which also leads to the understanding of what is meant by a continuously changing quantity. Techniques like the product, quotient, and chain rules enable efficient computation of derivatives which can then be applied to, among other things, the analysis of motion, rates of change, optimization problems, and understanding the shape of a graph. See also the course catalog description. |
| Assessments and Grading |
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Attending lectures and workshops is required in this course, and students who miss a significant number of classes without obtaining excused leaves of absence from their instructors will find their grades penalized. In addition to classroom attendance, your grade for the course will be based on your performance on three exams, WebWork assignments, and quizzes: |
| Assessment | Percent | Date and Time | Location |
| WebWork | 20 % | Usually at the beginning of each class | Online (click here) |
| Workshop Problems | 10 % | Once each week with your TA | See class meetings |
| Midterm exam 1 | 20 % | Thursday, February 21, 8:00 - 9:30 AM | Lattimore 201 |
| Midterm exam 2 | 20 % | Thursday, April 3, 8:00 - 9:30 AM | Lattimore 201 |
| Final exam | 30 % | Monday, May 5, 4:00 - 7:00 PM | Lander Auditorium (Hutchison 140) (Bring your student ID!) |
| Calculators, cell phones, and iPods will NOT be permitted in exams | |||
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Your scores on workshop problems and exams will be posted on BlackBoard for you to view. Your WebWork scores will be available in WebWork's internal gradebook. If you added Math 161 midway through the semester, please see the section Adding Math 161 below for how your grade will be determined. |
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| Exams | |||
| Each exam will cover the material on the course schedule before the day of the exam. Make-up exams will be given at your professor's discretion, and only if you notify your professor before the exam or if you have an emergency. Exams will not be given early to accommodate travel plans. The final exam will be cumulative and cover everything listed in the course schedule. The final exam will consist of three parts: a part covering midterm exam 1 material worth 50 points, a part covering midterm exam 2 material worth 50 points, and a part on the material covered after midterm exam 2 worth 100 points. Some old Math 161 exams are available for practice. | |||
| WebWork and Supplementary Homework | |||
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Homework comes in two forms. One form of homework consists of supplementary exercises that are listed in the course schedule. These exercises do not contribute directly to your total grade, but they will be discussed in recitation and similar exercises will undoubtedly appear on exams. The other form of homework is WebWork exercises. WebWork exercises are done online and provide instant feedback. When you have done a WebWork exercise correctly, your credit for the problem is immediately recorded in the database, provided it is before the due date. You may attempt WebWork problems as many times as you like, and incorrect attempts are not counted in your grade. WebWork assignments are usually due every class period, and each due date is included in the WebWork system. All WebWork problem sets, except for set 0, will be counted in your grade. WebWork exercises are individualized for each student, but you are encouraged to discuss problems with other students. Get started early on WebWork each week and enter some answers at least a couple days before the due date. That way, you will have time to seek help on the harder problems before the set is due. The WebWork system often becomes overloaded and slow in the hours immediately before a set is due, since everyone is trying to enter their answers at the same time. Avoid the last minute rush by being done before then. Your WebWork login name should be the same as your U of R e-mail user ID (the first part of your Rochester e-mail address), and initially your password will be your student ID number. You can change your password after you log in. If at the beginning of the semester you cannot log in to WebWork, please email the following information to your instructor, who will set up the account for you and contact you when it is activated:
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| Workshops (Recitations) | |||
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The weekly workshops for this course will start during the first full week of classes (January 21-25), and attendance is mandatory. There are several workshops for this course, each run by a teaching assistant (TA). The workshop (recitation) sign-up lists will be posted near the elevators on the first and second floor of Hylan Building on Friday, January 18th at 3:00 pm. Please sign up ASAP! The workshop problems will be given to you on a worksheet at the begining of each recitation. In preparation for the workshop, you are expected to have read and reviewed your class notes and the relevant sections in the textbook before you arrive. In the workshop you will share your ideas with others in a small group, and work together to solve the problems. Your TA's will check on each group's progress, answer questions, give hints and feedback, and clarify technical details. Your TA's will not "give" you the answer to any of the workshop problems. If there is time, the TA's will also discuss the WebWork or supplementary homework questions. You are encouraged to bring your textbook, calculator, and extra paper to the workshops. Each of you will write up solutions to the workshop problems individually. It is important that you write up solutions in your own words. The usual rules of good writing apply when you are writing for any mathematics class. In particular, you should always write in complete sentences using correct grammar, spelling, and punctuation. You should explain not only what you did, but why you decided to do what you did. You should think of this as an opportunity to reflect on the process that will lead you to a correct solution to similar problems. To encourage academic honesty, we will have each small group come up with a "team name" so that we know who else you worked with on the problems. You will hand in the workshop problems to your TA at the end of each recitation, and workshops handed in later will receive no credit. |
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| Course Schedule | |||||
| Date | Lecture Topic | WebWork | Supplementary Homework | ||
| App. A: Numbers, inequalities, and absolute values | App. A: 11, 13, 21, 25, 29, 33, 37, 42, 44, 45, 51 | ||||
| Jan 18 (Fri) | App. B: Coordinate geometry and lines | Set 0 due | App. B: 3, 9, 23, 25, 29, 34, 35, 45, 51, 57, 61 | ||
| Jan 18 (Fri) | Workshop sign-up at 3 pm near Hylan elevators on 1st and 2nd floors | ||||
| Jan 21 (Mon) | No class (Martin Luther King Day) | ||||
| Jan 22 (Tue) | Workshops (recitations) begin | ||||
| Jan 23 (Wed) | App. D: Trigonometry | Set 1 due | App. D: 3, 9, 13, 23, 25, 37, 61, 65, 67, 83, 88 | ||
| Jan 25 (Fri) | 1.3: New functions from old | Set 2 due | 1.3: 3, 29, 32, 35, 39, 41, 43, 50, 51, 52 | ||
| Jan 28 (Mon) | 1.5: Exponential functions | Set 3 due | 1.5: 7, 12, 15, 17, 19, 23, 25abc | ||
| Jan 30 (Wed) | 1.6: Inverse functions and logarithms | Set 4 due | 1.6: 3, 5, 7, 21, 23, 25, 29, 35, 38, 49 | ||
| Feb 1 (Fri) | 2.1: Tangents, velocity, limits | Set 5 due | 2.1: 3, 5, 6, 7 | ||
| Feb 4 (Mon) | 2.2: The limit of a function | Set 6 due | 2.2: 1, 3, 5, 9, 15, 25, 27 | ||
| Feb 6 (Wed) | 2.3: Limit laws | Set 7 due | 2.3: 1, 5, 7, 10, 11 - 23 odd, 35, 37, 57 | ||
| Feb 8 (Fri) | 2.5: Continuity | Set 8 due | 2.5: 3, 17, 20, 39, 45, 47, 60 | ||
| Feb 11 (Mon) | 2.6: Limits at infinity, horizontal asymptotes | Set 9 due | 2.6: 3, 5, 13 - 31 odd | ||
| Feb 12 (Tue) | Last date to declare S/F option (except for students in their first semester), or to add or drop/delete | ||||
| Feb 13 (Wed) | 2.7: Derivatives and rates of change | Set 10 due | 2.7: 5, 9, 11, 17, 25 - 29 odd | ||
| Feb 15 (Fri) | 2.8: The derivative as a function | Set 11 due | 2.8: 2, 5 - 11 odd, 19, 25, 27, 41, 47, 48 | ||
| Feb 18 (Mon) | 3.1: Derivatives of polynomials and exponential functions | Set 12 due | 3.1: 5, 6, 7, 15 - 23 odd, 49, 53, 65 | ||
| Feb 20 (Wed) | 3.2: The product and quotient rules | Set 13 due | 3.2: 3 - 25 odd, 44, 49, 54 | ||
| Feb 21 (Thu) | Midterm exam 1 from 8:00 - 9:30 AM in Lattimore 201 | ||||
| Feb 22 (Fri) | 3.3: Derivatives of trig functions | Set 14 due | 3.3: 3, 5, 9, 14, 17, 39 - 44 | ||
| Feb 25 (Mon) | 3.4: The chain rule | Set 15 due | 3.4: 5, 7, 9, 11, 23, 33, 34, 53, 61, 72 | ||
| Feb 27 (Wed) | 3.5: Implicit differentiation | Set 16 due | 3.5: 3, 8, 11, 17, 21, 27, 45, 47 | ||
| Feb 29 (Fri) | 3.6: Derivatives of logarithmic functions | Set 17 due | 3.6: 3, 4, 7, 8, 11, 23, 39, 40, 49 | ||
| Mar 3 (Mon) | 3.7: Rates of change in the natural and social sciences | Set 18 due | 3.7: 1, 8, 13, 16, 18 | ||
| Mar 5 (Wed) | 3.8: Exponential growth and decay | Set 19 due | 3.8: 3, 9, 12, 15, 19 | ||
| Mar 7 (Fri) | 3.9: Related rates | Set 20 due | 3.9: 3, 11, 13, 15, 16, 20, 21, 41 | ||
| Spring break (March 8 - March 16) | |||||
| Mar 17 (Mon) | 3.10: Linear approximations and differentials | Set 21 due | 3.10: 2, 5, 11, 22, 23, 25, 27, 31 | ||
| Mar 28 (Wed) | 4.1: Maximum and minimum values | Set 22 due | 4.1: 3, 7 - 19 (odd), 31, 50, 59 | ||
| Apr 1 (Mon) | 4.2: The mean value theorem | Set 23 due | 4.2: 4, 5, 11, 17, 23, 25 | ||
| Apr 3 (Wed) | Review for midterm exam 2 | ||||
| Apr 3 (Thu) | Midterm exam 2 from 8:00 - 9:30 AM in Lattimore 201 | ||||
| Apr 4 (Fri) | 4.3: How derivatives affect the shape of a graph | Set #n due | 4.3: 5, 8, 11, 23, 25, 31, 45 | ||
| Apr 7 (Mon) | 4.4: Indeterminate forms and L'Hospital's rule | Set #n due | 4.4: 5 - 11 (odd), 17 - 23 (odd), 42, 49, 53, 55, 56 | ||
| Apr 9 (Wed) | 4.5: Summary of curve sketching | Set #n due | 4.5: 3, 13, 18, 33, 44 | ||
| Apr 11 (Fri) | 4.7: Optimization problems | Set #n due | 4.7: 2, 5, 12, 17, 21, 27, 32, 33 | ||
| Apr 14 (Mon) | 4.8: Newton's method | Set #n due | 4.8: 4, 5, 7, 11, 13 | ||
| Apr 16 (Wed) | 4.9: Antiderivatives | Set #n due | 4.9: 3, 13, 15, 21, 35, 37, 44, 49, 53, 59, 61, 73 | ||
| Apr 18 (Fri) | 5.1: Areas and distances | Set #n due | 5.1: 4, 15, 17, 20 | ||
| Apr 21 (Mon) | 5.2: The definite integral App. E: Sigma notation |
Set #n due | 5.2: 1, 5, 7, 19, 21, 29, 33, 35, 36, 42, 43, 47, 49, 55 App. E: 10, 11, 43, 45 |
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| Apr 22 (Tue) | Last date for students in their first semester to declare the S/F option | ||||
| Apr 23 (Wed) | 5.3: The fundamental theorem of calculus | Set #n due | 5.3: 4, 5, 7--17 (odd), 23, 31, 36, 74 | ||
| Apr 25 (Mon) | 5.4: Indefinite integrals and the net change theorem | Set #n due | 5.4: 7, 10, 12, 27, 31, 37, 43, 49, 59 | ||
| Apr 28 (Mon) | 5.5: The substitution rule | Set #n due | 5.5: 1 - 11 (odd), 19, 21, 27, 37, 49, 55, 59, 65 | ||
| Apr 30 (Wed) | Last day of classes, and last date students can withdraw from courses | ||||
| May 5 (Mon) | Final
exam, 4:00 - 7:00 PM, Lander Auditorium (Hutchison 140)
(Bring your student ID!) Here is the registrar's final exam schedule |
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| This course schedule was last updated on April 22, 2008 | |||||
| Adding Math 161 |
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To add Math 161, please do the following:
Your instructor will set up a WebWork account for you and contact you when it is activated. Within a day of turning in your drop/add slip to the registrar, you will automatically be added to the BlackBoard website for this course. |
| Transfer credit, AP credit, etc. |
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The frequently asked questions page has information about how to obtain transfer credit, how to take a course off-campus for transfer credit, how to obtain advanced placement credit, and how to change your calculus sequence. The math department handbook may also have useful information about this. |