Contents
Rhea Section for MA 265 Professor Al Momin, Fall 2010
Linear Algebra Sections 7-10
Links
NOTE:
If you create a page that belong to this course, please write
[[Category:MA265Fall2010Momin]]
at the bottom of the page.
OTHERWISE NO CREDIT ! (If you use the "Create a child page" button, this should happen automatically...)
Help Editing this page
- Read the marvelous Rhea Help Manual written by Nate Orlow.
- Getting started
- To start, click the "Help" button above and read what's there.
- To edit pages, first log in (with your purdue account to create pages. Then click "edit" (under "Page" above) and remember to click "Save Page" after you are done editting.).
- To get a quick idea what works how, click "edit" on this page to see how to do the things visible on this page.
- Note that the "edit" mode has a spell-checking feature: look for red-underlined stuff.
- Creating pages
- To create a new page named "B" from a page A, go to edit page A and insert the text [[B]]. (Note that "B" is like a web address for a webpage. Each page also has a name, but you can call the link anything (like fancy_title) by typing [[B|fancy_title]] rather than just B. After saving, find the new red link on page A that appeared. When you click it, you'll note you are now on page B (which of course is empty at this point).
- NOTE: if the "new" link comes out blue, instead of red, you chose a title of an existing page and did not create a new one. The blue link gets you simply to the already existing one. Use distinctive names for your new creations!
- Be sure to place "[[Category:MA265Fall2010MominAl]]" on top of a new page. That way it will be parsed by the system as belonging to this course. (If you use click the "Create a child page" button in the left-tab while on this page, this will be done automatically.)
Topics
A biography of Daniel Bernoulli
Write a page about one of the following topics.
- | A course review
- Systems of linear equations
- Matrices
- Matrix Algebra
- Determinants
- Vector spaces
- A review of vector spaces by Michael Munizzi.
- An argument supporting the formula det(A) = det(A^T), derived from the cofactor expansion formula (see the remarks on that page).
- Inner Products
- Eigenvalues/Eigenvectors
- Complex Numbers
The rest of the content of this page is up to you!