Graph the image of the figure using the transformation given.

1 W I2w0b1U2o mKIu1t8aF 0 SJoIfNtXw2aPrreF A AAJl1lR irWikgehgt0s2 Q oMjaYdDeN 1weiXt1h2 lIknvfvianEiQtGeW by Kuta Software LLCKuta Software - Infinite GeometryName_____ Period____Date_____All TransformationsGraph the image of the figure using the transformation ) rotation 90 counterclockwise about theoriginxyJZL2) translation: 4 units right and 1 unit downxyYFG3) translation: 1 unit right and 1 unit upxyEJTM4) reflection across the x-axisxyMCJKW rite a rule to describe each ) xyHCBH'C'B'6) xyPDEID'E'I'P'-1- a X2U0I1r26 tKcuctYa8 eS2oofDtewgaxrVeA 6 mAplVlj zr8iFg9hCtfsw p MMzaUdyeo ewsiWt7h9 EIJnOf0izngiPt4eW by Kuta Software LLC7) xyERFIR'F'I'E'8) xyXBGX'B'G' Graph the image of the figure using the transformation ) rotation 90 clockwise about the originB( 2, 0), C( 4, 3), Z( 3, 4), X( 1, 4)xy10) reflection across y = xK( 5, 2), A( 4, 1), I(0, 1), J( 2, 4)xyFind the coordinates of the vertices of each figure after the given ) rotation 180 about the originE(2, 2), J(1, 2), R(3, 3), S(5, 2)12) reflection across y = 2J(1, 3), U(0, 5), R(1, 5), C(3, 2)13) translation.

2 7 units right and 1 unit downJ( 3, 1), F( 2, 3), N( 2, 0)14) translation: 6 units right and 3 units downS( 3, 3), C( 1, 4), W( 2, 1)-2- n f2P0C1H2R HKvu2t8an AS5olf3t1wJalrveU t yADlulA jrsivgFhCtcsK O qMJaud4eV hwLiftIhk zIHnRfIiCnqiltveZ by Kuta Software LLCKuta Software - Infinite GeometryName_____ Period____Date_____All TransformationsGraph the image of the figure using the transformation ) rotation 90 counterclockwise about theoriginxyJZLJ'Z'L'2) translation: 4 units right and 1 unit downxyYFGY'F'G'3) translation: 1 unit right and 1 unit upxyEJTME'J'T'M'4) reflection across the x-axisxyMCJKC'J'K'M'Write a rule to describe each ) xyHCBH'C'B'translation: 1 unit right6) xyPDEID'E'I'P'reflection across x = 3-1- b Y230B1M25 jK6uPt3aF hS7oAfHtxwkaGrgeH D MABlplT nrNiZgShftksp w zMlaydWeA CwkiftkhF 5I8nZfriYnuiwtle2 by Kuta Software LLC7) xyERFIR'F'I'E'reflection across the x-axis8) xyXBGX'B'G'rotation 180 about the originGraph the image of the figure using the transformation ) rotation 90 clockwise about the originB( 2, 0), C( 4, 3), Z( 3, 4), X( 1, 4)xyB'C'Z'X'BCZX10) reflection across y = xK( 5, 2), A( 4, 1), I(0, 1), J( 2, 4)xyA'I'J'K'KAIJFind the coordinates of the vertices of each figure after the given ) rotation 180 about the originE(2, 2), J(1, 2), R(3, 3), S(5, 2)E'( 2, 2), J'( 1, 2), R'( 3, 3), S'( 5, 2)12)

3 Reflection across y = 2J(1, 3), U(0, 5), R(1, 5), C(3, 2)U'(0, 1), R'(1, 1), C'(3, 2), J'(1, 1)13) translation: 7 units right and 1 unit downJ( 3, 1), F( 2, 3), N( 2, 0)J'(4, 0), F'(5, 2), N'(5, 1)14) translation: 6 units right and 3 units downS( 3, 3), C( 1, 4), W( 2, 1)S'(3, 0), C'(5, 1), W'(4, 4)-2-Create your own worksheets like this one with Infinite Geometry. Free trial available at