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You can create a new course on Rhea simply by creating a new page for the course. Please feel free to then add your course page to the [[Course List| course list]]. Note that anybody with a career account can do this. By courtesy, we suggest that students notify their instructor before creating a Rhea page for a class.   
 
You can create a new course on Rhea simply by creating a new page for the course. Please feel free to then add your course page to the [[Course List| course list]]. Note that anybody with a career account can do this. By courtesy, we suggest that students notify their instructor before creating a Rhea page for a class.   
  
Please choose a descriptive title, such as "XYZ 123 Fall 2009 Professor Smith". You can follow this simple [[Rhea Course Template 1|template]]. If you have created a new template, please link it here. For special needs or requests, please contact the student development team (kiwi@ecn.purdue dot you know what).
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Please choose a descriptive title, such as "XYZ 123 Fall 2009 Professor Smith". You can follow this simple [[Rhea Course Template 1|new course template]]. If you have created another template, please feel free to link it here. For special needs or requests, please contact the student development team (kiwi@ecn.purdue dot you know what).

Revision as of 10:42, 2 January 2009

You can create a new course on Rhea simply by creating a new page for the course. Please feel free to then add your course page to the course list. Note that anybody with a career account can do this. By courtesy, we suggest that students notify their instructor before creating a Rhea page for a class.

Please choose a descriptive title, such as "XYZ 123 Fall 2009 Professor Smith". You can follow this simple new course template. If you have created another template, please feel free to link it here. For special needs or requests, please contact the student development team (kiwi@ecn.purdue dot you know what).

Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett