Final answer:
The two figures are similar because their lengths and widths have the same ratio.
The two figures are similar because 6/3 equals 8/4.
Step-by-step explanation:
The two figures are similar because their lengths and widths have the same ratio. To determine if two figures are similar, we compare the ratios of their corresponding lengths and widths. In this case, the length ratio is 6/3 and the width ratio is 8/4. Simplifying these ratios gives us 2/1 and 2/1, which are equal. Therefore, the figures are similar.
The statement can be completed as follows:
The two figures are similar because 6/3 equals 8/4.