I am teaching MATH220 “Elementary Calculus I” Sections 311-321-331-332-341-342-351-361.
Information about the course will be posted here.
Course Schedule and First day handout.
Course Outline: Basic ideas of differential and integral calculus, with emphasis on elementary techniques of differentiation and applications.
Textbook: Goldstein-Lay-Schneider-Asmar: Calculus and its applications 13th ed. We will follow this book closely.
Classes: TuTh 9:30am – 10:45am ARM0126.
Office hours: Tu 11AM – 12 PM in my office (MATH4416), and by appointment.
Exams: 3
Midterms and one Final exam. For dates see the Course Schedule above.
Homework: MyMathLab (3 assignments/week)+ proposed uncollected practice problems on the Schedule
sheet. Information
about how to access MyMathLab.
Discussion
sessions: in each discussion session you will work through a worksheet
full of problems. You may discuss with your classmates your work and you may
ask the instructor for help.
Sections 311-321-331-341, Instructor: Adil Virani
(avirani@math.umd.edu), Tutoring room (MATH0301): W 8-9AM Office hours: W 9-10
AM, F 10-11 AM MTH3301
Section 332-342-351-361, Instructor: Ying Han (hanlucky@math.umd.edu), Tutoring
room (MATH0301): F 4-5PM Office hours: F 10:30-11:30AM, M 2-3PM in MTH1305
Grade Calculation: MyMathlab Homework 100 points
Discussion Worksheets 100 points
3 Midterms 300 points
Final Exam 200 points
Total 700 points
The tentative grading scale is : A: 90-100%,B: 80-89%,C: 70-79%,D:60-69%.
Resources:
Testbank archives
of past exams Search the testbank for MATH220, leaving Instructor, Year and
Term as “Any”. MATH140 will be of some limited usefulness. All tests are in Acrobat
(.pdf) format, and many print well. For ones that don’t, you can choose the
“Select Image” tool, highlight each page as a block, copy it, paste it as a
picture into a blank word-processing page, and print from there.
Math Success walk-in tutoring
Mathematics Department walk-in tutoring schedule — Look for tutors of Math 220 and 140.
Office of Multi-Cultural Student Education (OMSE)
Lecture handouts (download and print before each lecture):
(courtesy of Tim Pilachowski)
Lecture
0.3-0.6,
Lecture 1.1, Lecture 1.2, Lecture 1.3, Lecture 1.6, Lecture 1.7, Lecture 1.8, Chapter 1 summary – things you should know
Lecture 2.1, Lecture 2.2, Lecture 2.3, Lecture 2.4, Lecture 2.5, Lecture 2.6, Lecture 2.7, Chapter 2 summary
Lecture 3.1, Lecture 3.2, Chapter 3 summary
Lecture 4.1-2, Lecture 4.3, Lecture 4.4, Lecture 4.5, Lecture 4.6, Chapter 4 summary
Lecture 5.1, Lecture 5.2, Lecture 5.4, Chapter 5 summary
Lecture 6.1, Lecture 6.2, Lecture 6.3, Lecture 6.4, Lecture 6.5, Chapter 6 summary
Lecture 7.1, Lecture 7.2, Chapter 7.1-7.2 summary
Lecture 7.3, Lecture 7.4, Lecture 7.5, Chapter 7 summary