The whole plane is rotated counter-clockwise about the origin by 30°30°30°.
Where does the point (23, 2)(2\sqrt{3},\ 2)(23, 2) end up?
You may use cos30°=32\cos 30° = \dfrac{\sqrt{3}}{2}cos30°=23 and sin30°=12\sin 30° = \dfrac{1}{2}sin30°=21.
Select all that apply.
(4,0)(4, 0)(4,0)
(2, 23)(2,\ 2\sqrt{3})(2, 23)
(0,4)(0, 4)(0,4)
(3,1)(3, 1)(3,1)