introduction to linear algebra defranza pdf

We will not have a quiz on this material, though it will be covered on the exam on the 23rd, so definitely do the homework! Our first online quiz, Thursday, April 2nd.

Homework 4, due Thursday, February 27th.

Homework 3, due Thursday, February 13th.

Homework 2, due Tuesday, February 4th.

Remember, we do in class quizzes on the homework material. (Ignore the due date on the homework sheet, a byproduct of some annoying computer issues).

Homework 1, due Thursday, January 23rd.

Instead, we will have quizzes every few days covering the homework problems. However, the homeworks will NOT be collected. There will be homework assigned every few days, and the assignments will be posted here. Policies, exam schedules and policies, etc. The syllabus will include information about grading And other places too, for possibly a lot cheaper. It should be available at the book store on campus. Textbook: Required: 'Introduction to Linear Algebra with Applications' by DeFranza and Gagliarda. This should appear in the middle of page 4. An isomorphism is a linear transformation that is both injective and surjective. Also, I never actually techincally defined what an isomorphism is. In particular, in the statement of the Theorem on the bottom of page 3, I left out the word 'injective'.

(Panopto file now on Brightspace) Okay, after posting, I noticed a couple of serious mistakes in these notes (I talk about them in the Panopto file on Brightspace). Check out the audio version on Brightspace if you can't make out what things say. (Panopto file now on Brightspace) Sorry, the top half of the first page is a little blurry, but I think the rest is okay. On the brightspace page I'm posting the notes with the audio, but here just the notes. IMPORTANT: I'm posting pdf copies of the lecture notes here, starting with Section 3.4. If you can't make my office hours, let me know and we can try to.

Email is (which is the best way to get a hold of.

Math 312: Linear Algebra, Spring 2020 Math 312: Linear Algebra, Spring 2020

Introduction to linear algebra defranza pdf