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10 Nov 2019
(c) 6 marks] For each of the statements ()-(iii), state whether it is true or false. (i) Every subspace of Rn has only one basis (i) If b?, b2 and bs are linearly independent vectors in R3, then bi, b2, b3] is a basis for R3 (ii) If an nxn matrix A is invertible, then the columns of A are linearly dependent
(c) 6 marks] For each of the statements ()-(iii), state whether it is true or false. (i) Every subspace of Rn has only one basis (i) If b?, b2 and bs are linearly independent vectors in R3, then bi, b2, b3] is a basis for R3 (ii) If an nxn matrix A is invertible, then the columns of A are linearly dependent
Casey DurganLv2
19 Sep 2019