2 The set S = {( 1 3 -1 1 -4 6 1 2 (G)} 0 2.1 Does S generate R³? If not, provide the Cartesian equation describing the
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2 The set S = {( 1 3 -1 1 -4 6 1 2 (G)} 0 2.1 Does S generate R³? If not, provide the Cartesian equation describing the
2 The set S = {( 1 3 -1 1 -4 6 1 2 (G)} 0 2.1 Does S generate R³? If not, provide the Cartesian equation describing the subspace it generates. [04] 2.2 Is S a linearly independent set? If it is not, express one vector in S as a linear combination of the others. [04] 2.3 Give a basis for the space generated by S consisting of elements of S. What is the dimension of this space? [02]
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