Solve both parts

Use determinants to decide if the set of vectors is linearly independent 8 6 0 6 The determinant of the matrix whose columns are the given vectors is (Simplify your answer.) Is the set of vectors linearly independent? O A. The set of vectors is linearly dependent, because the determinant is not zero O B. The set of vectors is linearly independent, because the determinant exists O C. The set of vectors is linearly independent, because the determinant is not zero O D. The set of vectors is linearly dependent. because the determinant exists