Question

rotate the shape by 360° clockwise. move the blue points to the new coordinates.
show your work here
draw

Explanation:

Step1: Recall 360° rotation rule

A full 360° rotation (clockwise or counterclockwise) maps any point $(x,y)$ to itself, since rotating a shape a full circle returns it to its original position.

Step2: Identify original coordinates

From the graph, the blue points have coordinates:
$(-4, -3)$, $(-2, 5)$, $(3, 1)$, $(4, 0)$

Step3: Apply rotation rule

For each point $(x,y)$, the new coordinate is $(x,y)$ after 360° rotation.

Answer:

The blue points remain at their original coordinates: $(-4, -3)$, $(-2, 5)$, $(3, 1)$, $(4, 0)$ (no movement is needed, as a 360° rotation leaves the shape unchanged).