AME 525 Spring 2006 HW 6 Due Date: Wed April 12th These problems are taken from Kreyszigs book 9th edition: Section 16.1 # 2,6,10,19; Section 16.2 # 1,9,16,20; Section 16.3 # 6,8,10,19,23,25; Section 16.4 # 1,8,10,16,20
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AME 525 Spring 2006 HW 5 Due Date: Monday April 3 These problems are taken from Kreyszigs book 9th edition: Section 14.1 # 28,29,32; Section 14.2 # 3,10,19,21,23,30; Section 14.3 # 2,8,12,13; Section 14.4 # 2,4,8,12
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AME525-HW#1 Section 7.2
Section 7.3
Section 7.4
Section 7.7 12. 0. Together with Prob. 11 this illustrates the theorem that for odd n the determinant of an n x n skew-symmetric matrix has the value 0. This is not generally true for even n, as Prob. 16 pro