Identify the matrix transformation of ∆DEF, which has coordinates D(3, 2),E(4, 1), and F(7, 2), for a translation 1 unit left and 2 units up. Then identify the correct vertices of the image.

O [3 4 7] + [1 1 1] = [4 5 8] D' (4, 0), E' (5, 3), F'(8, 4)
[-2 1 2] [2 2 2] [0 3 4]
O [3 4 7] + [-1 -1 -1] = [2 3 6] D'(2,0), E'(3, 3), F'(6, 4)
[-2 1 2] [2 2 2] [0 3 4]
O [3 4 7] + [1 1 1] = [4 5 8] D'(4, -4), E'(5, -1), F'(8, 0)
[-2 1 2] [-2 -2 -2] [-4 -1 0]
O [3 4 7] + [-1 -1 -1] = [2 3 6] D'(2, -4), E'(3, -1), F'(6, 0)
[-2 1 2] [-2 -2 -2] [-4 -1 0]