Question: Let d P3 O 12 I: There exist a lower triangular matoix such that, m- balt II: Gauss-Seidel method for mx=b (beR) converges for

Let d P3 O 12 I: There exist a lower triangular matoix

Let d P3 O 12 I: There exist a lower triangular matoix such that, m- balt II: Gauss-Seidel method for mx=b (beR) converges for any choice XER. Then, Xa) I x b) Consider the following statements, is not I is not tave when is mot true when is xe) I Lett I true when , , B = 3 2/, B=-1 24, B = /1/2 4, 915, B = 3 tove when

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