Question

Triangle ABC is similar to triangle QRS the triangles are show with side lengths in centimeters what is the length of the side QS

Answer 1

To find the length of side \( QS \) in triangle \( QRS \), we need to know the corresponding side lengths of triangle \( ABC \) or the ratios of the side lengths between the two similar triangles. Since you haven't provided the lengths of the sides of the triangles or any specific ratio, I can't calculate it directly.

If you can provide the lengths of the sides of triangle \( ABC \) and any given side of triangle \( QRS \) or the ratio of similarity, I would be happy to help you find \( QS \)!