If you are given the preimage of triangle ABC, A is (-9,3), B is (-1,2), C is (-6, -1), what would the vertices of the triangle be with the translation [ T<3,2>] (triangle ABC)
A' =(-6 , 5)
B'=(2,4)
C'=(-3,1)
100
Rotate the triangle BAM 90 degrees clockwise given the points B(2,9) A(4,8) M (6,10)
B'(9,-2)
A'(8,-4)
C'(10,-6)
100
Sketch Figure Z on the top of parallel lines A and B, reflect Z across both lines
Figure Z over line A would be backwards, Z reflected over line B would match the original figure
100
given that triangle VBQ has the points V(-1,3) B(-2,-1) Q(1,0)
given the triangle TEJ has the points T(3,-1) E(4,3) J(1,2)
given the triangle LBG has the points L(2,-2) B(-1,-1) G(-1,-3)
pick which triangles are congruent (draw them out)
VBQ is congruent to TEJ
100
Given the pre image with side lenghts 7,7 and given the image with side lengths 3,3
tell whether it was a reduction or enlargement and describe scale factor
reduction, 7/3, 2.33
200
Given the points A=(-5,3), B=(-5,0), C=(-2,3), D=(1,-3). Translate (T<-2,5) for Quadrilateral ABCD.
A'=(-7,8)
B'=(-7,5)
C'=(-4,8)
D'=(-1,2)
200
Given the points KFM, K(2,1) F(3,6) M(7,2) rotate the figure 180 clockwise
K'(-2,-1)
F'(-3,-6)
M'(-7,-2)
200
Sketch an intersection with one angle 65, and figure Z in the second quadrant, reflect Z over the y axis then x axis
Over the y axis, Z is backwards, over the x axis Z would be the original shape
200
If two figures are_____, then there is an isometry that maps one figure onto the other.
congruent
200
Given triangle PQR with points P(-5,1) Q(-3,3) R(1,-3). What would the new points be with a dialation of 10?
P'(-50,10)
Q'(-30,30)
R'(10,-30)
300
If given the points A=(-1,3) B=(4,2) and A'=( 0,0), B'=(5,-1) what is the transformation between the two shapes.
(T<1,-3>) Line Segment AB
300
Given the points DOG, D(1,2) O(4,2) G(5,7) rotate the figure 270 degrees clockwise
D'(-2,1)
O'(-2,4)
G'(-7,5)
300
Sketch an tilted intersection with lines M and L, with quadrant one, 85 degrees, and figure L in the third quadrant reflect L over line L or and reflect over line M
rotate the figure 170 degrees
300
Given the triangle LMN with points L(-4,3) M(-4,-2) N(-1,-2)
given the triangle RST with points R(4-3) S(4,2) T(1,2)
describe transformation
rotate 180 degrees clockwise
300
Given the triangle PQR with points P(-3,0) Q(0,3) R(1,-3). What would the new points be with a dialation of 3/4?
P'(-2.25,0)
Q'(0,2.25)
R'(.75,-2.25)
400
Reflect Point V (1,2) over the x-axis
V'= (1,-2)
400
Given the points PAN, P(4,3) A(6,10) N(1,14) rotate the figure 270 degrees clockwise
P'(3,-4)
A'(10,-6)
N'(14,-1)
400
sketch an intersection with the top angle being 75 degrees, rotate figure N over line L then line M
rotate the figure 150 degrees
400
Given the figure ARV A(-1,4) R(-3,-3) V(-3,0)
Given the figure IQS I(2,1) Q(2,-2) S(4,-3)
Given the figure TBK T(-6,-3) B(-2,-3) K(-4,-5)
Find the two congruent figures
Triangle ARV is congruent to triangle IQS
400
Given triangle MAT with points M(6,-2) A(4,-5) T(1,-2). Reflect across the x axis followed by a dialation by scale factor 0.5.
M'(3,1)
A'(2,2.25)
T'(0.5,1)
500
Given the points J(1,4) A(3,5) G(2,1) triangle JAG reflect over the y- axis.
J(-1,4)
A(-3,5)
G(-2,1)
500
Given the points NAB N( 4,5) A (6,8) B(8,12) rotate 90 degrees counter clockwise
N'(-5,4)
A'(-8,6)
B'(-12,8)
500
Which transformation maps the pre image ABC, A(-5,1) B(-2,3) C(-2,1) to A'B'C' A'(-5,-2) B'(-2,-4) C'(-2,-2)
Ry=1/2
500
Given the triangle LMN L(1,1) M(1,3) N(3,1)
Given the triangle RST R(-1,-1) S(-3,-1) T(-1,-3)
Describe the transformation
Rotate 180 degrees clockwise
500
Given the preimage with points F(1,2) G(4,3) H(2,-4), describe the compostion of transformation to triangle QRS with points Q(-1,0.5) R(-1.5,2) S(2,1).
dialate by 0.5 and rotate 90 degrees around origin