Considering vectors 1 = [0 0 -2], 2 = [0 -3 8], 3 = [4 -1 -5], do {1, 2, 3} span R³ (the space of all real-valued vectors in 3 dimensions)? Why or why not?
a) Yes, they form a basis for R³
b) No, they are linearly dependent
c) Yes, they cover R³ partially
d) Unsure, need additional vector information