Question

Use the image to answer the question.Hexagon upper W upper X upper Y upper Z upper U upper V is plotted in quadrants 3 and 4 of an unmarked coordinate plane. The coordinates of each vertex are labeled.Refer to the polygon in the diagram. Identify a line of reflection that flips the polygon onto itself.(1 point)Responsesx=nx equals ny=−ry equals negative ry=0y equals 0x=−m

Answer 1

In the context of a hexagon plotted in quadrants 3 and 4, if we are looking for a line of reflection that would flip the polygon onto itself, we typically consider the lines that would create symmetry in the coordinates.

Given the hexagon is symmetrically placed around the x-axis (since parts of it are in quadrants 3 and 4), the line of reflection that fits this symmetry would be the x-axis itself. Therefore, the correct response would be:

y = 0 (which is the same as the x-axis).

If you have any vertices or specific coordinates of the hexagon, that could help further verify the reflection line, but based on the quadrants alone, y = 0 is the most likely candidate.