2008 Stanford Summer Session e-Learning Mathematics: Frequently Asked Questions
How do the e-Learning mathematics courses differ from the
other mathematics courses offered during the Stanford Summer Session?
While their content is similar to the corresponding standard
mathematics courses, the e-Learning courses are distance-learning
courses. They are designed for disciplined, enthusiastic,
self-motivated students who desire the flexibility and self-directed
nature of this nontraditional learning environment. For more on how
these courses work, see the "Course Model" section of the
Main page.
In order to take these courses, do I need to be in
residence or on Stanford Campus at any time?
No. These
courses are distance-learning courses, and there are no in-person
class meetings. The instructor and teaching assistants can be
contacted by email and telephone.
Can I enroll in these courses if I plan to be in residence at Stanford and/or
take other Summer Session courses?
Yes.
Do I need to submit both the application on this website as well as the general
application given on the Stanford Summer Session site?
Yes, although currently matriculated
Stanford students need not submit the general Summer Session application.
What is the tuition for these courses?
The tuition for the e-Learning courses is the same
as the tuition for other Summer Quarter courses. See the
tuition table for more information.
When and how will I receive my course materials?
Your course materials will be mailed to you so that they arrive
before the official first day of Summer Quarter instruction. In most
courses you also will need to purchase a textbook and download additional materials (pdf and
html documents) from the web.
By what date must I finish the course?
The courses are scheduled to run for eight weeks.
The last test must be submitted so that it is received by the course
instructor no later than 08/15/08, the first day of examinations for
the eight-week term. No extensions will be granted. (By their nature
the courses are self-paced; therefore, a student may progress through
the lessons more quickly, and may complete the course in fewer than
eight weeks, if so desired.)
If I still have questions about these courses, whom should I contact?
First, please read the
Course Model section of the main page. If you still have questions, contact
Marc Sanders.
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