Geometry
Name___________________________________ ID: 1
©w l2_0G1T6x LKtuetya` rSkodfMtZwua^r[eF OLgLRCr.G F HAClxlu RrgiPgRh^tgsD MrjeOsEexr\vbehdb.
Rotations Review
Date________________ Period____
Find the coordinates of the vertices of each figure after the given transformation. 1) rotation 180° about the origin yZ
2) rotation 180° about the origin y
R
F
J x
C
3) rotation 90° clockwise about the origin
x
L
Q
4) rotation 90° clockwise about the origin
y
y
C x
x
L V I N M
W
5) rotation 90° counterclockwise about the origin y
6) rotation 180° about the origin yW
U R R F
P x x
Worksheet by Kuta Software LLC
-1-
©p ]2q0i1a6B hKEuGtqaf KSioXfmthwqaTrkeJ SLOLhCM.C t fAolGlC brLiVgYhFt_sV `rQelsteGrLvyekd^.H w qMgaadLeH MwbiPtWhs mIincfZiRnDivtGed HG_eKowm_eItHrwyZ.
7) rotation 180° about the origin
8) rotation 90° counterclockwise about the origin
y
y
L
x
H
Q
x
F
B
U E S
9) rotation 180° about the origin
10) rotation 90° counterclockwise about the origin
y
y
E x
P
x
J
E K
S H
Write a rule to describe each transformation. 11)
12)
y
y
I M U
J S
B
x
U'
S'
x
I'
V M'
V' B'
J'
Worksheet by Kuta Software LLC
-2-
©C G2r0K1a6K AKFuYtTac CSHojfZtSwvarrReq \LoLnC[.] [ QAClCle trCifgGhitmsq lrDePs\eOrCvAeBdb.m D nM[aFdVe_ SwSi^tKhm cI\niftiDnMi^treR DGTeAoMmDeNt^rEy_.
13)
14)
y
y
H'
B' A
A' B
x
D'
P'x
F
D F' H
H
15) B
H'
P
y
P
D
A x
A'
D'
P'
B'
Worksheet by Kuta Software LLC
-3-
©i P2G0r1D6w PKVuetia[ IShogfrtwwiaqrseL `LyLACH.s i OALlllH prWimgKhhtOsT ErvedsYeBrEvDePdl.Y ] EMeaAdDeu PwkiatBhS FIQnYfUiunvidtReo mGUeiommZe]tJrByt.
Answers to Rotations Review (ID: 1) 1) J'(-1, -1), Z'(-1, -5), R'(-2, -5), F'(-3, -3) 2) C'(4, 4), L'(0, 1), Q'(2, 4) 3) M'(-4, 0), V'(-2, -5), W'(-4, -5) 4) I'(-2, 4), L'(-1, 5), C'(0, 1), N'(-3, 0) 5) R'(-4, 2), U'(-5, 3), F'(-2, 4) 6) P'(-2, -1), W'(-1, -5), R'(-4, -2) 7) B'(4, 2), H'(4, 1), E'(0, 4), S'(2, 5) 8) F'(1, -5), L'(-3, -2), Q'(0, 0), U'(2, -4) 9) P'(-1, 1), E'(-5, 0), H'(-4, 5) 10) S'(3, -4), J'(2, -4), E'(2, -2), K'(3, -1) 11) rotation 90° counterclockwise about the 12) rotation 90° counterclockwise about the origin origin 13) rotation 90° counterclockwise about the 14) rotation 90° counterclockwise about the origin origin 15) rotation 180° about the origin
Worksheet by Kuta Software LLC
-4-
©U r2P0e1g6H UKkuCthau VSMozfetqwra^raep ^LPLlCo.M q AAYlAl\ RrAimgshptMsB rrfeEsfeQr]voe`d[.o V wMEa\dGeU WwmibtPhh RIknFfJinnwiatseE bG^erojmqemtTrByi.