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Determine by inspection whether the vectors are linearly independent. Justify your answer. 8 2 16-4 4 Choose the correct answer below. 0 A. The set is linearly independent because neither vector is a multiple of the other vector. Two of the entries in the first vector O B. The set is linearly dependent because the first vector is a multiple of the other vector. The entries in the first vector are-4 0 C. The set is linearly dependent because neither vector is a multiple of the other vector. Two of the entries in the first vector are 0 D. The set is linearly independent because the first vector is a multiple of the other vector. The entries in the first vector are are -4 times the corresponding entry in the second vector. But this multiple does not work for the third entries. times the corresponding entry in the second vector - 4 times the corresponding entry in the second vector. But this multiple does not work for the third entries. -4 times the corresponding entry in the second vector.

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