find the length of GT and TA. The image shows a geometric diagram of a triangle GAE, with a horizontal line segment RT parallel to another horizontal line segment EA. The triangle has the following points labeled: Point G is at the top left of the triangle. Point R is directly below G, and a horizontal line segment connects R to point T on the hypotenuse of the triangle. Point E is below R, and another horizontal line segment connects E to point A at the right-most vertex of the triangle. The lengths of the segments are labeled as follows: The vertical segment GR is labeled 5 5. The vertical segment RE is labeled 3 3. The horizontal segment GT is labeled 16 16. The horizontal segment TA is labeled x. The given information specifies that RT EA (indicated by the parallel line symbols). The problem asks to find the length of segments GT and TA