1. 1.9 #6 For the following W- Span(((2,6,5,-4), (5,-2, 7, 1), (3,-8,2,6))) a. Assemble the vectors...
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1. 1.9 #6 For the following W- Span(((2,6,5,-4), (5,-2, 7, 1), (3,-8,2,6))) a. Assemble the vectors into the rows of a matrix 4, and find the rref R of A. b. Use R to find a basis for each subspace W, and find a basis for W as well. Both bases should consist of vectors with integer entries. c. State the dimensions of W and W'and verify that the Dimension Theorem is true for the subspaces. 1. 1.9 #6 For the following W- Span(((2,6,5,-4), (5,-2, 7, 1), (3,-8,2,6))) a. Assemble the vectors into the rows of a matrix 4, and find the rref R of A. b. Use R to find a basis for each subspace W, and find a basis for W as well. Both bases should consist of vectors with integer entries. c. State the dimensions of W and W'and verify that the Dimension Theorem is true for the subspaces.
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