Image 2 displays the translated figure of quadrilateral ABCD, achieved through a horizontal translation of 4 units to the right and a vertical translation of -3 units downward.
To determine the translated figure of quadrilateral ABCD, we compare the corresponding vertices in the original and translated figures.
Image 1:
- A'(-1, 4)
- B'(3, 7)
- C'(3, 5)
- D'(-1, 2)
Image 2:
- A'(-1, 4)
- B'(3, 1)
- C'(3, -1)
- D'(-1, 2)
Image 3:
- A'(-2, 3)
- B'(2, 0)
- C'(2, -2)
- D'(-2, 1)
Comparing the corresponding points in the original quadrilateral ABCD and the images, it is evident that Image 2 represents the translated figure. This is because the vertices in Image 2 are obtained by shifting the original figure horizontally by 4 units to the right and vertically by -3 units.