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== Announcements ==
 
== Announcements ==
 
* [[Homework]] 5 solutions are now [http://web.ics.purdue.edu/~huffmalm/301SU09/HW5Soln.pdf posted].
 
* [[Homework]] 5 solutions are now [http://web.ics.purdue.edu/~huffmalm/301SU09/HW5Soln.pdf posted].
* For the ambitious, [[Homework]] 6, due July 30, has been [http://web.ics.purdue.edu/~huffmalm/301SU09/HW6.pdf posted].  A small change was made on 7/23/09, so re-download the pdf if you downloaded before then.
+
* [[Homework]] 6, due July 30, has been [http://web.ics.purdue.edu/~huffmalm/301SU09/HW6.pdf posted].  A small change was made on 7/23/09, so re-download the pdf if you downloaded before then.
 
* Midterm solutions and statistics have been posted on the [[Exams/Quizzes]] page.
 
* Midterm solutions and statistics have been posted on the [[Exams/Quizzes]] page.
 
* [[Tuition rate proposal discussion|What do you think of the proposed tuition rate for 2009-2010?]]
 
* [[Tuition rate proposal discussion|What do you think of the proposed tuition rate for 2009-2010?]]

Revision as of 05:35, 23 July 2009

Rhea Help Manual

ECE 301 Rhea Page (Summer 2009)

This is the official course page for Landis Huffman's ECE 301 Section (summer 2009). Homework and course announcements will be posted here. This page is a Rhea page, which means that you, the students, will also post content to this page. The Rhea serves as a Wikipedia-like website for courses at Purdue. Our Rhea page serves as an open forum for collaboration, sharing, and overall discussion of any subjects relevant to ECE 301. To use the Rhea, select login from the "User" dropdown menu, sign in with your career account login and edit from the "Page" dropdown menu.

Course Details

Lectures Mon-Fri 9:50-10:50 in EE117

Instructor: Landis Huffman [huffmalm (at) purdue (dot) edu]

Office Hours: Mon 11:00-12:00, Tues 1:00-2:00, Weds 3:00-4:00

Grader: Avinash Thawani [athawani (at) purdue (dot) edu]

Course Details (pdf): course policies, syllabus

Announcements

Homework

Exams/Quizzes

Course-Related Material

Forum

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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

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