Question

triangle abc is rotated 360° around point p. what are the coordinates of the image of point b? (1,1) (3,1) (3,-1) (0,0)

Explanation:

Step1: Recall rotation property

A rotation of \(360^\circ\) around a point maps a point to itself. So we need to find the original coordinates of point \(B\).

Step2: Determine coordinates of \(B\)

From the graph, point \(B\) is at \((3, 1)\). Since rotating \(360^\circ\) around \(P\) (or any point) leaves the point unchanged, the image of \(B\) after \(360^\circ\) rotation is the same as \(B\)'s original coordinates.

Answer:

B. (3, 1)