Question

write the coordinates of the vertices after a rotation $180^\circ$ clockwise around the origin.
$d(\square, \square)$
$e(\square, \square)$
$f(\square, \square)$
$g(\square, \square)$

Explanation:

Step1: Identify original coordinates

Original vertices: $D(5,1)$, $E(10,1)$, $F(10,9)$, $G(5,9)$

Step2: Apply 180° rotation rule

For a point $(x,y)$, 180° rotation around origin gives $(-x,-y)$.

• $D'$: $(-5, -1)$
• $E'$: $(-10, -1)$
• $F'$: $(-10, -9)$
• $G'$: $(-5, -9)$

Answer:

$D'(-5, -1)$
$E'(-10, -1)$
$F'(-10, -9)$
$G'(-5, -9)$