Professor of Mathematics, University of Georgia
Show your work; you are graded on your work and not just on the answer. Please staple your homework and hand it in on time; late homework will generally not be accepted.
Our class WeBWorK page is here. When you log into WebWork, your password is your 810 number with dashes.
Text: Section 1.1, # 5,8,9,10c,25.
WeBWorK: Assignment dotprod (due date extended until 8/30). Text: Section 1.2 # 1be,2b,5,7,11,16.
WeBWorK: Assignment gauss. Text: Section 1.4 # 5a,7b,9,11b,14. Note: For this assignment I am moving the due date to Tuesday rather than Thursday so that we can go over the necessary material in class on Tuesday 9/4.
Text: Section 1.5 # 2,3f,5c,10,11,12. (Note: Show your work!) WeBworK: Assignment apply is now available. The WeBWorK is due Tuesday, 9/25.
Text: Section 1.6 # 6,9,10,13b. Section 2.1 # 6,8,13. WebWorK: Assignment matrixop will be due Tuesday 10/2.
Text: Section 2.2 # 2,3b,4acd,5acf,13. Section 2.3 # 2a,3,6,8. WebWorK: Assignment inverse. Here are some Assignment 6 hints.
Text: Section 2.4 # 4,5b,6b,7,8. Section 2.5 # 2,3,6a,12. WeBWorK: Assignment subspace (this will be due Thursday 10/25).
Text: Section 3.1 # 1abce,2,4,6,8,9ab,10,11. Note: I have made your WeBWorK assignment subspace due on Thursday.
Text: Section 3.2 # 2b,4,10ab. Section 3.3 # 1,4ac,5b,9,10,15,16. (Note: On Tuesday, I will discuss the definition of basis, used in # 4ac and 5b.) WeBWorK: Assignment basis, due Friday 11/2.
Text: Section 3.4 # 3bc,6b,17,18. Section 4.1 # 1a, 5,7,9. WeBWorK: Assignment proj, due Thursday 11/29.
Text: Section 4.3 # 5,7,11,13,18,21. (For 18 and 21, you will need to read the definition of similar matrix, on p. 219. I will discuss this next Tuesday).
Text: Section 6.1 # 1a-f,2,4,7. Section 6.2 # 1 a-f (do this along with 6.1!).
I am posting selected solutions here -- these will be mostly proofs, so that you can have a model to look at when you write up your own proofs.