GEOMETRY UNIT 6 LESSON 5 PRACTICE / Unit 6, Lesson 5: Drawing Transformations - Article from MathNation

Geometry Name Unit 6 Date Nov. 29, 2022 Lesson 5 Practice Period LRTP and point 0 are shown on the coordinate plane. 1. Draw the quadrilateral that is a 180 rotation of LRTP about the origin. Label the quadrilateral L'R'T'P'. ( * , 4) - (- x ;4) 2. Draw the quadrilateral that is a 8 7 6 2 dilation of L'R'T'P' with a center of dilation at point D' and a scale factor of 2 . Label the quadrilateral L"R"T"p". -3 -5 ACEF and point 0 are shown on the coordinate plane. 7 (2, 7 ) 3. Draw the quadrilateral that is a dilation of ACEF with a center of dilation at point (25) 0 and a scale factor of = . Label the 5 quadrilateral A'C'E'F'. ( 3, 3 ) 2 o 4. Draw the quadrilateral that is a -5 -4 -3 -2 -1 0 2 3 4 6 reflection of A'C'E'F' about the x-axis. Label the quadrilateral A"C"E"F". -2 -3 -4 -5 -64QAG and point O are shown on the coordinate plane. 5. Draw the triangle that is a 90 counterclockwise rotation of 4QAG about point 0. Label the quadrilateral AQ'A'G'. N O -3 0 -1 6. Draw the triangle that is a reflection of Q 4Q'4'G' about the y-axis. Label the -2 quadrilateral AQ"A"G". A G JKLM and point P are shown on the coordinate plane. 7. Draw the quadrilateral that is a 90' clockwise rotation of JKLM about the origin. Label the quadrilateral J'K'L'M'. -3 -2 10 8. Draw the quadrilateral that is a translation of /'K'L'M' 6 units right and 3 units up. Label the quadrilateral J"K"L"M". ARST and point P are shown on the coordinate R plane. 9. Draw AR'S'T' as a result of (x, y ) - (x+ 7, y - 2). -8 -7 -8 -6 4 -3-2 -10 2 10. Draw AR"S"T" as a result of (x,y) - (x.}y). L