write the coordinates of the vertices after a rotation $90^\\circ$ clockwise around the origin.\n$u(\\square…
write the coordinates of the vertices after a rotation $90^\\circ$ clockwise around the origin.\n$u(\\square, \\ )$\n$v(\\ , \\ )$\n$w(\\ , \\ )$
Answer
Explanation:
Step1: Identify original coordinates
Original vertices: $U(-9, 0)$, $V(-3, 0)$, $W(-6, -9)$
Step2: Apply 90° clockwise rotation rule
The rule for rotating a point $(x, y)$ 90° clockwise around the origin is $(x, y) \to (y, -x)$.
- For $U(-9, 0)$: $(0, -(-9)) = (0, 9)$
- For $V(-3, 0)$: $(0, -(-3)) = (0, 3)$
- For $W(-6, -9)$: $(-9, -(-6)) = (-9, 6)$
Answer:
$U(0, 9)$ $V(0, 3)$ $W(-9, 6)$