Campus: Ohio University, Athens Campus
Department: Mathematics
Course Description: Second course in calculus and analytic geometry with applications in the sciences and engineering. Includes techniques of integration, and applications of integration to computation of area, volume, and work; Sequences and Series, including Taylor and MacLaurin Series; Calculus with Parametric Curves and with Polar Coordinates.
Prerequisites: C or better in MATH 2301
Meeting Times and Locations:
Instructors:
Special Needs: If you have specific physical, psychiatric, or learning disabilities and require accommodations, please let Prof. Barsamian know as soon as possible so that your learning needs may be appropriately met. You should also register with the Office for University Accessibility to obtain written documentation and to learn about the resources they have available.
Final Exam Date: MATH 2302 Sections 100, 110 have a Common Final Exam on Thu Apr 30, 2026 from 7:00pm – 9:00pm in Morton Hall Room 235.
Attendance is required for all Class Meetings and Recitations and your attendance (or absence) will be recorded, but attendance is not used in the calculation of your course grade.
Missing Class Meetings: If you miss a class meeting for any reason, it is your responsibility to learn the stuff that you missed. You can do this by studying a classmate's notes, by reading the textbook, and by watching the video of the class meeting that will be posted on this web page. (Videos are found in the calendar, in the entry for each class meeting.) Prof. Barsamian will not use office hours to teach topics discussed in class meetings to students who were absent.
Missing Recitations: Recitations are about working in groups to solve problems, and presenting solutions to the class. The collaboration and the public presentation are the whole point of the Recitations. The topics of a missed Recitation can be studied. (Recitation topics are found in the calendar, in the entry for each recitation meeting. Prof. Barsamian and Instructor Dooley will not use office hours to teach topics discussed in recitation meetings to students who were absent.) However, the collaborative aspect and the public presentation aspect cannot be duplicated outside of the Recitation environment, and the understanding that comes through collaboration and the public presentation cannot be learned anywhere else but in the Recitation. Because of this aspect of Recitations, please note that your lowest four Recitation scores are dropped, but missed Recitations cannot be made up for any reason, even illness, University Activity, or Religious Observation.
Missing a Quiz or Exam Because of Illness: If you are too sick to take a quiz or exam, then you must do these three things:
(Observe that self-diagnosis of an illness is not a valid documentation of an illness. In other words, you can't just tell Prof. Barsamian that you did not come to a Quiz or Exam because you were not feeling well, and expect to get a Make-Up Quiz or Exam. If you are too sick to come to a Quiz or Exam, then you should be sick enough to go to a medical professional to get diagnosed and treated.)
Missing Quizzes or Exams Because of University Activity: If you have a University Activity that conflicts with one of our quizzes or exams, you must contact Prof. Barsamian well before the quiz or exam to discuss arrangements for a make-up. He will need to see documentation of your activity. If you miss a quiz or an exam because of a University Activity without notifying Mark Barsamian in advance, you will not be given a make-up.
Missing Quizzes or Exams Because of Religious Observation: The Ohio University Faculty Handbook states the following:
Students may be absent for up to three days each academic semester to take time off for reasons of faith or religious or spiritual belief system or participate in organized activities conducted under the auspices of a religious denomination, church, or other religious or spiritual organization. Faculty shall not impose an academic penalty because of a student being absent nor shall faculty question the sincerity of a student's religious or spiritual belief systems. Students are expected to notify faculty in writing of specific dates requested for alternative accommodations no later than fourteen days after the first day of instruction.
For MATH 3060, this means that if you will be missing any Spring 2026 Quizzes or Exams for religious reasons, and if you want to have a Make-Up Quiz/Exam, you will need to notify your Professor no later than Monday, Jan 26, 2026. You and Mark Barsamian will work out the dates/times of your Make-Up Quiz/Exam. (In general, if you are going to miss a Friday Quiz/Exam, Prof. Barsamian will schedule you for a Make-Up on the following Monday or Tuesday.)
Missing Quizzes or Exams Because of Personal Travel: This course meets on Mondays, Tuesdays, Wednesdays and Fridays, and attendance is required. Your Personal Travel (to home for the weekend, or out of town for vacations, etc) should be scheduled to not conflict with those class meetings. If you miss a Quiz or Exam because of Personal Travel (not an Offical University Activity), you will not be given a make-up. (When you miss a Quiz or Exam and are not given a Make-Up, the missed Quiz or Exam will be considered a Quiz or Exam score that gets dropped.) And missed Recitations cannot be made up for any reason, including not only Personal Travel but also Illness, University Activity, or Religious Observation.
Policy for Electronic communication between MATH 2302 Students and Instructors
If cheat on a quiz or exam, you will receive a zero on that quiz or exam and your Instructor will submit a report to the Office of Community Standards and Student Responsibility (CSSR).
If you cheat on another quiz or exam, you will receive a grade of F in the course and your Instructor will again submit a report to the CSSR.
Syllabus: This web page replaces the usual paper syllabus. If you need a paper syllabus (now or in the future), unhide the next four portions of hidden content (Textbook Information, Exercises, Grading, Calendar) and then print this web page.
Textbook and WebAssign Information:

Textbook Cover (Click the image to enlarge.)
Required Online Course Materials: Through a program called Inclusive Access, the University has negotiated with the publisher a special price for this course's Required Online Course Materials. On the first day of class, you will receive access to an an online system called WebAssign. The WebAssign system includes an eText version of the textbook and an online homework system. The cost of the Online Course Materials is a discounted Inclusive Access Price of $50. That cost will be automatically billed to your Ohio University Student Account. If you drop the course before the drop deadline (Fri, Jan 23), your student account will be credited for any amount billed. After you register, you will receive more information about the Inclusive Access program, including an option to "Opt Out" of participation in the program. To "Opt Out" means that your payment for the Online Course Materials is not handled by the Inclusive Access program. If you do that, you can still use the Online Course Materials, but in order to access them, you will be asked to make a credit card payment for the Retail Price of the materials. (Note that the Retail Price is significantly higher than the Inclusive Access Price.)
Exercises:
Printable PDF of the Exercise List
(Many exercises are in the textbook but are not in WebAssign. Do not overlook them: they are on this list because they are important.)
Suggestion: WebAssign does not require that you write stuff down, but you will learn a lot by focusing on your writing. Furthermore, having good writing skills will help you succeed on Quizzes and Exams. Study by writing a complete solution to each problem before typing the answer into WebAssign. Focus on the clarity of your written solution. Keep your written solutions in a notebook. Compare your written solutions to your Instructors’ written solutions in Lectures and Recitations. Find another student, a tutor, the Recitation Instructor, or your Professor to look over your written solutions with you.
Grading:
During the course, you will accumulate a Points Total of up to 1022 possible points.
During the course, you will accumulate a Points Total of up to 1039 possible points.
At the end of the semester, your Points Total will be divided by \(1000\) to get a percentage, and then converted into your Course Letter Grade using the 90%, 80%, 70%, 60% Grading Scale described below.
Observe that the Total Possible Points is \(1022\), but your points total is divided by \(1000\) to get the percentage that is used in computing your course grade. This is because the \(22\) points that can be earned by doing WebAssign Homework are considered Extra Credit Points.
Observe that the Total Possible Points is \(1039\), but your points total is divided by \(1000\) to get the percentage that is used in computing your course grade. This is because the \(39\) points that can be earned by doing WebAssign Homework are considered Extra Credit Points.
The 90%, 80%, 70%, 60% Grading Scale is used on all graded items in this course, and is used in computing your Course Letter Grade.
Use this to calculate your Current Letter Grade throughout the semester: Grade Calculation Worksheet
Calendar:
Items in red are graded.
Mon Jan 12, 2026 Lecture L01: Course Intro; Section 6.1 Integration by Parts (video)
Tue Jan 13, 2026 Recitation R01:
Wed Jan 14, 2026 Lecture L02: Section 6.1 Integration by Parts (video)
Fri Jan 16, 2026: Lecture L03: Section 6.2 Trig Integrals & Substitutions (video) (Quiz Q1)
Mon Jan 19, 2026: No Class
Tue Jan 20, 2026 Recitation R02:
Wed Jan 21, 2026 Lecture L04: Section 6.2 Trig Integrals & Substitutions (video)
Fri Jan 23, 2026 Lecture L05: Section 6.3 Partial Fractions (video) (Last Day to Drop Without a W) (Quiz Q02)
Mon Jan 26, 2026 Lecture L06: Section 6.3 Partial Fractions (video)
Tue Jan 27, 2026 Recitation R03:
Wed Jan 28, 2026 Lecture L07: Section 3.7 l'Hospital's Rule (video)
Fri Jan 30, 2026: Lecture L08: Section 6.6 Improper integrals (video) (Quiz Q03)
Mon Feb 2, 2026 Lecture L09: Section 6.6 Improper integrals (video)
Tue Feb 3, 2026 Recitation R04:
Wed Feb 4, 2026 Lecture L10: Section 7.1 Areas between Curves (video)
Fri Feb 6, 2026: Exam X1 Covering Chapter 6
Mon Feb 9, 2026 Lecture L11: Section 7.2 Volumes (video)
Tue Feb 10, 2026 Recitation R05:
Wed Feb 11, 2026 Lecture L12: Section 7.2 Volumes (video)
Fri Feb 13, 2026: Lecture L13: Section 7.6 Applications to Physics and Engineering (video) (Quiz Q04)
Mon Feb 16, 2026 Lecture L14: Section 7.6 Applications to Physics and Engineering (video)
Tue Feb 17, 2026 Recitation R06:
Wed Feb 18, 2026 Lecture L15: Section 7.7 Differential Equations (video)
Fri Feb 20, 2026: Lecture L16: Section 7.7 Differential Equations (video) (Quiz Q05)
Mon Feb 23, 2026 Lecture L17: Section 7.7 Differential Equations (video)
Tue Feb 24, 2026 Recitation R07:
Wed Feb 25, 2026 Lecture L18: Section 8.1 Sequences (video)
Fri Feb 27, 2026: Lecture L19: Section 8.1 Sequences (video) (Quiz Q06)
Mon Mar 2, 2026 Lecture L20: Section 8.2 Series (video)
Tue Mar 3, 2026 Recitation R08:
Wed Mar 4, 2026 Lecture L21: Section 8.2 Series video)
Fri Mar 6, 2026: Exam X2 Covering Chapter 7 and Sections 8.1, 8.2
Mon Mar 9 – Fri Mar 13 is Spring Break: No class!
Mon Mar 16, 2026 Lecture L22: Section 8.3 The Integral and Comparison Tests (video)
Tue Mar 17, 2026 Recitation R09:
Wed Mar 18, 2026 Lecture L23: Section 8.3 The Integral and Comparison Tests (video)
Fri Mar 20, 2026: Lecture L24: Section 8.4 Other Convergence Tests (video) (Quiz Q07)
Mon Mar 23, 2026 Lecture L25: Section 8.5 Power Series (video)
Tue Mar 24, 2026 Recitation R10:
Wed Mar 25, 2026 Lecture L26: Section 8.5 Power Series (video)
Fri Mar 27, 2026: Lecture L27: Section 8.6 Representing Functions as Power Series (video) (Quiz Q08)
Mon Mar 30, 2026 Lecture L28: Section 8.7 Taylor and Maclaurin Series (video)
Tue Mar 31, 2026 Recitation R11:
Wed Apr 1, 2026 Lecture L29: Section 8.7 Taylor and Maclaurin Series (video)
Fri Apr 3, 2026: Lecture L30: Section 8.8 Applications of Taylor Polynomials (video) (Quiz Q09)
Mon Apr 6, 2026 Lecture L31: Section 8.8 Applications of Taylor Polynomials (video)
Tue Apr 7, 2026 Recitation R12:
Wed Apr 8, 2026 Lecture L32: Section 9.1 Curves Defined by Parametric Eqs. (video)
Fri Apr 10, 2026: Exam X3 Covering Sections 8.3 - 8.8
Mon Apr 13, 2026 Lecture L33: Section 9.2 Calculus with Parametric Curves (video)
Tue Apr 14, 2026 Recitation R13:
Wed Apr 15, 2026 Lecture L34: Section 9.2 Calculus with Parametric Curves (video)
Fri Apr 17, 2026: Lecture L35: Section 9.3 Polar Coordinates (video) (Quiz Q10)
Mon Apr 20, 2026 Lecture L36: Section 9.3 Polar Coordinates (video)
Tue Apr 21, 2026 Recitation R14:
Wed Apr 22, 2026 Lecture L37: Section 9.4 Areas & Lengths in Polar Coordinates (video)
Fri Apr 24, 2026: Lecture L38: Section 9.4 Areas & Lengths in Polar Coordinates (video) (Quiz Q11)
Wed Apr 29, 2026: MATH 3060 Final Exam FX 8:00am – 10:00am in Morton 326
Thu Apr 30, 2026: MATH 2302 Combined Final Exam FX 7:00pm – 9:00pm in Morton 235
page maintained by Mark Barsamian, last updated Wed Jan 7, 2026