Question: Answer the following for the vectors V1 (a) Determine if va span{V1, V, Va). (b) Determine if v4 span{V, V}. (c) Determine if (V1,

Answer the following for the vectors V1 (a) Determine if va span{V1, V, Va). (b) Determine if v4 span{V, V}. (c) Determine if (V1, V2, Vs) is spanning. 8-0-8 and Va (a) Is always solvable and 2 dependent variables. (b) Has a unique solution and columns are spanning. (c) Columns are dependent and the transformation is one-to-one. (d) Has more rows than columns and the transformation is onto. 32 For each part, write a matrix in reduced row echelon with the given properties. Your answers must have at least 2 rows and at least 2 columns. If such a matrix is not possible, state why.

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