Let A = {a, b, c), B= (x, y), and C= [0, 1). Match the cartesian products (on the left column) to their corresponding member sets (on the right column). C X A X B 2 B X B X B CX BX A 4 A x B X C Match each of the options above to the items below. {(a, x, 0), (a, x, 1), (a, y, O), (a, y, 1); (b, x, O), (b, x, 1), (b, y, O), (b, y, 1), (c, x, O), (c, x, 1), (c, y, O), (c, y, 1) [(0, x, a), (0, x, b), (0, x, c), (0, y, a), (0, y, b), (0, y, c), (1, x, a), (1, x, b), (1, x, c), (1, y, a), (1, y, b), (1, y, c)] [(0, a, x), (0, a, y), (0, b, x), (0, b, y), (0, c, x), (0, c, y), (1, a, x), (1, a, y), (1, b, x), (1, b, y), (1, c, x), (1, c, y)] {(x, x, x), ( x, x, M). ( x, y, x), ( x, y, y). (y, x, x), (y, x, y), (y, y, x), (y, y, y)