tdr6 - echelon form matrix do you know how to nd (a)...

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MAS 4015 TEAM DISCUSSION REPORT #6 GROUP NUMBER: (1) Report on individual preparation. Indicate N = Not attempted, A = attempted but not correct, C = confident correct, and U = unsure if correct. See the next page. (2) Amount of time team spent working together outside of class. (3) How did the team work together (phone, text, email, facebook, face-to-face meeting etc.) (4) Other people team members consulted for this assignment. (5) Do you know the follwowing defintions: elementary matrix, rank of a matrix, column space of a matrix, row space of a matrix, reduced row echelon form, and definition of a determinant function (see pp.3-4 of online notes)? (6) Do you know how to prove Theorem 3.4 (p.153), Corollary 2 (p.158), and Theorem 1 on Determinants (online notes)? (7) Do you know how to find the determinant, rank and inverse of a matrix (if it exists)? (8) Do you know how to reduce a matrix to reduced row echlon form? Given the reduced row
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Unformatted text preview: echelon form matrix do you know how to nd (a) whether a linear system is consistent; (b) the rank of a matrix; (c) basis for the row space of a matrix; (d) basis for the column space of a matrix; (e) extending an independent set of vectors to a basis; (f) reducing a spanning set to a basis? (9) (a) List topics and problems discussed during this meeting. (b) What important questions remain unanswered. 1 2 PROBLEM 1 (p.151) 2 (p.151) 3 (p.151) 1 (p.165) 2 (p.165) 3 (p.166) 4 (p.166) 5 (p.166) 6abc (p.166) 7 (p.167) 8 (p.167) 17 (p.168) 19 (p.168) 21 (p.168) 1 (p.179) 2 (p.180) 3 (p.180) 4 (p.180) 5 (p.180) 7 (p.181) 8 (p.181) 10 (p.181) 1 (p.195) 2 (p.195) 4 (p.196) 5 (p.196) 6 (p.196) 7 (p.197) 8 (p.197) 10 (p.197) 11 (p.197) 12 (p.197) 1 (p.220) 2 (p.221) 3 (p.221) 5 (p.221) 7 (p.221) 9 (p.221) 13 (p.222) 21 (p.222) 25 (p.222) 26 (p.222) 1a-f (p.228) 10 (p.229) 11 (p.229) 12 (p.229) 15 (p.229) 17 (p.229)...
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This note was uploaded on 06/03/2011 for the course MAS 4105 taught by Professor Rudyak during the Spring '09 term at University of Florida.

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tdr6 - echelon form matrix do you know how to nd (a)...

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