How can I graph number 4

Date: Name : Stephanie Ramirez class: Geometry Topic: Main Ideas/Questions Notes turn around a fixed point called the center of rotation. Rotations . The figure rotates at a specific angle-and direction Rules for rotating COUNTERCLOCKWISE about the ORIGIN 90 ( x . 4 ) - 7 ( - yox ) 180 ( xy ) - 7 ( - * , - 4 ) 270 ( X 14 ) - 7 ( 4 1 - x ) Directions: Graph and label each figure and its image under the given rotation about the origin. 1. Triangle ABC with vertices A(2, 7), B(6, 5), 2. Square PORS with vertices P(2, 6), Q(6, 5), and C(4, 1): 90 counterclockwise R(5, 1), and S(1, 2): 180 -XI - y P' (= 2 = t B' ( S, 6) R' ( 5 -L) S' ( - 1 - 2 ) 3. Trapezoid JKLM with vertices J(3, 4), K(6, 4), L(8, 1), and M(1, 1): 270 counterclockwise 4. Triangle XYZ with vertices X(3, -2), Y(6, 1), and Z(5, -7): 180 4 - X K' ( 4 , - 6) X' (- 3 2) Y' ( - 6 - 1 ) Gina Wilson (All Things Algebra), 2015