To determine the sequence of transformations that exhibits the similarity between Figures 1 and 2, let's analyze their positions on the grid:
- Figure 1 occupies rows 3 and columns 3 to 5.
- Figure 2 occupies rows 6 to 8 and column 7.
To align these figures in terms of transformations:
- It seems there will be a translation involved to move Figure 1 down to row 6.
- Since the shapes maintain the same dimensions and proportions, a dilation may not be necessary, as both figures are similar and retain the same size and shape.
Given these insights, the most plausible answer is translation and reflection. The translation would involve moving the rectangle down to the position of Figure 2 and then reflecting it to orient correctly in relation to the grid.
Therefore, the correct response is:
translation and reflection