(1 point) -4 -16 12 Let u = 2 V 9 , and w = -9 We want to determine if { u, v, w } is linearly independent. To do that we write the vectors as columns of a matrix A and row reduce that matrix. Choose the best answer OA. The set { u, v, w} is linearly dependent because after row reducing matrix A we get a matrix without a row of zeros. OB. The set { u, v, w} is linearly independent because the number of rows and columns in A is the same. OC. The set { u, v, w} is linearly dependent because after row reducing matrix A we get a matrix with a row of zeros. OD. The set { u, v, w} is linearly independent because after row reducing matrix A we get a matrix without a row of zeros. OE. The set { u, v, w} is linearly independent because after row reducing matrix A we get a matrix with a row of zeros. OF. The set { u, v, w) is linearly dependent because the number of rows and columns in A is the same. OG. We cannot tell if the set { u, v, w } is linearly independent or not