Unit 6, Lesson 5: Drawing Transformations / HW / GEOMETRY

Geometry Name Unit 6 Date Lesson 5 Homework Period QEDR and point P are shown on the coordinate plane. 1. Draw the quadrilateral that is a 180' rotation of QEDR about the origin. Label the quadrilateral Q'E'D'R'. 2 -10 R -2 B 10 2. Draw the quadrilateral that is a dilation of 2 Q'E'D'R' with a center of dilation at point P and a scale factor of = . Label the L quadrilateral Q"E"D"R". -10 ZTLR and point P are shown on the coordinate plane. 3. Draw the quadrilateral that is a dilation of ZTLR with a center of dilation at point Z and a scale factor of = . Label the quadrilateral -5 - 2-10 Z'T'L'R'. 4. Draw the quadrilateral that is a reflection of Z'T'L'R' about the y-axis. Label the quadrilateral Z"T"L"R".AQED and point P are shown on the coordinate plane. 5 . Draw the triangle that is a 90' clockwise rotation of AQED about point P. Label the quadrilateral AQ'E'D'. 6. Draw the triangle that is a reflection of 4Q'E'D' about the x- axis. Label the quadrilateral AQ"E"D". WXYZ and point 0 are shown on the coordinate plane. 7. Draw the quadrilateral that is a 90" counterclockwise rotation of WXYZ about the origin. Label the quadrilateral W'x'Y'Z'. 8. Draw the quadrilateral that is a translation of w'X'Y'Z' 2 units right and 4 units up. Label the quadrilateral W"X"Y"Z". APDQ and point 0 are shown on the coordinate plane. 9. Draw AP'D'Q' as a result of (x,y) - (x+6,y+ 1). 10. Draw AP"D"Q" as a result of (x, y) - (x, =y)