please help.

Moving to the next question prevents changes to this answer. Quest Question 1 10 points Select only those statements that are true. If vectors {u, v, w} are linearly dependent and {u, v) are linearly dependent , then w is In the span of fu, v), A set containing a linearly independent set of vectors is itself linearly independent. Given any basis B of a vector space V, and a subspace W of V, there is a subset of B that is a basis of W. If vectors {u, v, w) are linearly independent and (v, w, x) are linearly independent, then fu, v, w, x) are linearly independent If a set B of vectors spans a vector space V, then there is a subset of B that is a basis for V. Questio A Moving to the next question prevents changes to this