Find a basis and determine the dimension for each of the following subspaces:
(a) W= \{ [2s - t, s, t, s] | s and t are any real numbers \}
(b) All the vectors [x, y, z] in $R^3$ such that x - y + 2z = 0 (in other words, y = x + 2z)
(c) Span of the set of vectors \{ (0, 3, -2), (4, 0, 3), (-8, 15, -16) \}