Please help me ### Similar Triangles Problem**Problem Statement:**24. The triangles are similar. Solve for \( x \).**Diagrams:**There are two triangles shown. The smaller, left triangle has side lengths labeled 6, 8, and 4. The larger, right triangle has side lengths labeled \( x \), \( y \), and 6.**Answer Choices:**- A: 12- B: 4.5- C: 9- D: 8**Explanation:**Since the triangles are similar, their corresponding sides are proportional. Therefore, we can set up a proportion using the corresponding sides of the triangles. We compare the side of length 6 in the smaller triangle to the side of length \( x \) in the larger triangle, and the side of length 8 in the smaller triangle to the side of length \( y \) in the larger triangle.Given the side lengths 6 (of the smaller triangle) and x (of the larger triangle) are corresponding sides, and the sides of length 8 (of the smaller triangle) and y (of the larger triangle) are corresponding sides, we use the ratio:\[\frac{6}{x} = \frac{8}{y}\]We can solve this to isolate \( x \). Note: You would typically find the full solution by also using the third side pair (4 and 6) if y were needed, but in this problem, we only need to find \( x \) directly using the given options and the proportion mentioned for similar triangles.

Name: Please help me ### Similar Triangles Problem**Problem Statement:**24.
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: Please help me ### Similar Triangles Problem**Problem Statement:**24. The triangles are similar. Solve for \( x \).**Diagrams:**There are two triangles shown. The smaller, left triangle has side lengths labeled 6, 8, and 4. The larger, right triangle