Translation
A(-4, 9)
A(-4, 9)
Reflection
A(3, -12)
A(3, -12)
Rotation
A(-32, -89)
A(-32, -89)
Compositions
A(41, 9)
A(41, 9)
Symmetry
Name the segment after it has been transformed.
100
(x, y) to (x +5, y)
A'(1, 9)
100
Reflect in the x-axis
A'(3, 12)
100
Rotate 900c
A'(-89, 32)
100
Translation of 3 right and 7 down followed by a reflection in the x-axis.
A'(44, -2)
100
Describe the REFLECTIONAL symmetry.
x-axis
y-axis
y = x
y = -x
100
AB reflects across the x-axis becomes ___
DE
200
(x, y) to (x - 12, y +5)
A'(-16, 14)
200
Reflect in the y-axis
A'(-3, -12)
200
Rotate 900cc
A'(89, -32)
200
Reflection in y-axis followed by a 900c rotation
A'(9, 41)
200
Describe the ROTATIONAL symmetry.
450c/cc
900c/cc
1350c/cc
1800c/cc
200
AB reflected across y = x becomes ___
GF
300
(x, y) to (x+13.5, y - 12.7)
A'(9.5, -3.7)
300
Reflect in the line y = -x
A'(12, -3)
300
Rotate 1800c
A'(32, 89)
300
Reflection in y = x followed by a reflection in y = 4.
A'(9, -33)
300
Describe ALL symmetry.
5 lines
720 c/cc
1440 c/cc
300
BI rotated 900c becomes ____
JD
400
Along vector JK = <-12, 0>
A'(-16, 9)
400
Reflect in the line x = -7
A'(-17, -12)
400
Rotate A 900c and then 900cc. What is A'?
A'(-32, -89)
400
Rotation of 1800c, then reflected in y = -x, followed by a translation along <-3, 2>
A'(6, 43)
400
Give 3 letters of the alphabet that have REFLECTIONAL and ROTATIONAL symmetry.
H, I, O, X
400
FK reflected in CG becomes ____
HI
500
What is the translation that brings A onto A'(-13, -13)
(x, y) to (x - 9, y - 22)
500
Name the reflection that puts A onto A'(3, 10)
Reflection in y = -1
500
Name the rotation that puts A(-3, 8) onto A'(-8, -3)
Rotation 900cc
500
A is reflected in x = 31 and then translation along vector AB = ______ happens so that A'' is now located at (28, -4).
<7, -13>
500
Give 3 letters of the alphabet that have ROTATIONAL symmetry ONLY!
N, S, Z
500
KD rotated 1800 and then reflected in AE becomes ____
BI