Final answer:
To find the length of EW, we can use the given information and the similarity of the triangles ATAP and ANEW. By setting up a proportion, we can solve for EW.
Step-by-step explanation:
To find the length of EW, we can use the information given and the fact that the triangles ATAP and ANEW are similar. Since TA = 3, AP = 9, and TP = 8, we can set up the following proportion: TA/TP = AN/AW. Plugging in the values, we have 3/8 = NE/EW. Solving for EW, we get EW = (8 * NE) / 3.