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<p>Do the following  Part I. Exploring Dilation For all figures on the coordinate planes below, use a straightedge to draw rays that extend from the center of dilation through each of vertices on the  Dilations Write a rule to describe each transformation) x y P N V W P' N' V' W' 2) x y C E U A C' E' U' A' 3) x y G P Q H G' P' Q' H'F U 5Awl9lU dr9i XgKhVt gsO lr 7e8sAe2r Created Date/15/AM Name:_____Date:_____’ reduction, scale factor 1/S’=(0,6), T’=(6,-9) slide translatedunits to the left (x,y) (x-8,y) translatedunits to the right and andunit down (x,y) (x+3,y-1) A traffic circle located on the map is represented by the equation. Worksheet by Kuta Software LLC Geometry Dilations Name_____ IDDate_____ Period____ ©h X2V0N1a7d DK_uetPa] QS`orfLtUwraorMeQ nLkLZCg.t u KAKl\lO  Describe the effects of dilations, translations, rotations, and re Dilations change the size of the shape. They either expand the shape by a scale factor or they shrink the shape by a scale factor. Find the coordinates of the center of the new traffic circle Worksheet by Kuta Software LLC Geometry Dilations Name_____ IDDate_____ Period____ ©h X2V0N1a7d DK_uetPa] QS`orfLtUwraorMeQ nLkLZCg.t u KAKl\lO srUiQgihKtjsQ CrUersHemrpvMe]dPGraph the image of the figure using the transformation given) dilation ofx y V D H 2) dilation ofx y J V A 3) dilation ofx y L MF What does scale factor mean? (x + 4)2 + (y − 2)2 = The village planning commission asks that the transformation D beapplied to produce a new traffic circle, where the center of dilation is at the origin.</p></translate>
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