When a regular octagon is rotated 135 degrees clockwise, vertex X will be carried to the position of vertex S.
When a regular octagon is rotated 135 degrees clockwise around its center, each vertex is carried onto the vertex that is three vertices away in a clockwise direction. The question is asking which vertex the point X will be rotated to after a 135-degree clockwise rotation. Since the octagon is regular, it has 8 equal sections of 45-degrees each. When rotating 135-degrees, we rotate 3 of these 45-degree sections. Therefore, moving clockwise from vertex X, the vertex that will take the position of X after the rotation will be UVWXYZ, i.e., vertex S.
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18 and 45
B.
26 and 91
C.
10 and 33
D.
14 and 63
Answer: It Diego i think please don’t be mad at me if you get it wrong