Math 246 Attendance and Drop Policies, Spring 2018
Attendance
Attendance will be taken in the discussion sections on 29 January
and 5 February (the last day to add courses is 6 February).
If you have an unexcused absence during this period and if there is
a waiting list for your section then you risk being administratively
dropped from the class. (Those who have never shown up will be dropped
first; those who have missed the 5 February class will be dropped next.)
Because waiting lists typically vanish by 6 February, it is rare that
anyone is administratively dropped from a class.
You should never assume that you will be dropped from the class simply
because you are not attending or not taking exams. If you wish to drop
the class, you should follow the University Procedures, which are
outlined under ``Drop'' below.
You are expected (but not required) to attend every scheduled lecture
and discussion section. At all times, you are responsible for knowing
every topic that is covered in every lecture, for obtaining all materials
distributed on the website, and for knowing every change in either a
homework assignment, a Matlab project, a quiz or exam schedule, an
office hour, or a course policy that is announced either in lecture or
on the website. You are also responsible for collecting your graded
projects, quizzes, and exams from your TA. Graded projects, quizzes,
and exams will only be returned directly to each student.
The University Class Attendance Policy can be found in the
Undergraduate Catalog.
Drop
If you are enrolled in this course for credit then you must drop it
before the close of business on 11 April if you desire a
complete deletion of enrollment from your record. This can be done
either
- by accessing
Testudo ,
- by coming to the Office of the Registrar
(1st floor Mitchell Building),
- or by coming to the Reckord Armory
at the beginning of the semester.
After 6 September you may drop this course with a grade of ``W''
until 11 April . After that date you may not drop this
course. The University Drop Policy can be found at
http://www.umd.edu/catalog/index.cfm/show/content.section/c/27/ss/1586/s/1522 .