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Creating a Kiwi is very easy.  Following these steps will provide you with all you need to sucessfully enter this multidimensional world of teaching and learning.
 
Creating a Kiwi is very easy.  Following these steps will provide you with all you need to sucessfully enter this multidimensional world of teaching and learning.
  
1. Email [[Dmsnell_OldKiwi]] and ask to have your class added to the Kiwi
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# Email [[Dmsnell_OldKiwi]] and ask to have your class added to the Kiwi
2. Login to the Kiwi after hearing back from [[Dmsnell_OldKiwi]].  The username and password are the career account username and password used to login to any Purdue network.
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# Login to the Kiwi after hearing back from [[Dmsnell_OldKiwi]].  The username and password are the career account username and password used to login to any Purdue network.
3. Navigate to your course page.  For example, the ECE662 page is [[ECE662:ECE662_OldKiwi]].
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# Navigate to your course page.  For example, the ECE662 page is [[ECE662:ECE662_OldKiwi]].
4. Click on the "edit" tab on top of the page, and give a description of your course.
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# Click on the "edit" tab on top of the page, and give a description of your course.
5. Tell your students to login and participate in the sharing and learning.
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# Tell your students to login and participate in the sharing and learning.

Latest revision as of 11:27, 6 March 2008

Creating a Kiwi is very easy. Following these steps will provide you with all you need to sucessfully enter this multidimensional world of teaching and learning.

  1. Email Dmsnell_OldKiwi and ask to have your class added to the Kiwi
  2. Login to the Kiwi after hearing back from Dmsnell_OldKiwi. The username and password are the career account username and password used to login to any Purdue network.
  3. Navigate to your course page. For example, the ECE662 page is ECE662:ECE662_OldKiwi.
  4. Click on the "edit" tab on top of the page, and give a description of your course.
  5. Tell your students to login and participate in the sharing and learning.

Alumni Liaison

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

Dr. Paul Garrett