Answer:
Explanation:
The two triangles are similar, so the ratio of their corresponding side lengths is constant. We can find this ratio by dividing any two corresponding side lengths. For example, we can divide the side length of 4 in the first triangle by the side length of 2 in the second triangle. This gives us a ratio of 2:1. We can also divide the side length of 9 in the first triangle by the side length of 22 in the second triangle. This also gives us a ratio of 2:1. Therefore, the ratio of the corresponding side lengths of the two triangles is 2:1.