Question

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

Explanation:

Step1: Identify original coordinates

Original points: $(-4, 7)$, $(5, 5)$, $(3, -4)$, $(-3, -3)$

Step2: Apply 360° rotation rule

A $360^\circ$ rotation (any direction) maps a point $(x,y)$ to itself: $(x,y) \to (x,y)$

Answer:

The points remain at their original coordinates:
$(-4, 7)$, $(5, 5)$, $(3, -4)$, $(-3, -3)$