Tell whether the blue figure is a translation of the red figure.
Yes it is a translation.
Tell whether the blue figure is a reflection of the red figure.
No
Tell whether the blue figure is a rotation of the red figure.
No
Identify congruent figures
Tell whether the blue figure is a dilation of the red figure.
Yes
Describe the location of the red figure to the blue figure.
6 units right and 3 units down.
Describe the relationship between the point and its image in terms of reflections.
Point: (5, 3)
Image: (5, -3)
Reflection in the x-axis
Tell whether the blue figure is a rotation of the red figure.
Yes, 90O counterclockwise
Identify congruent figures
EFGH & ABCD
What are the new coordinates given A(1, 1), B(1, 4), C(3, 1) and K=4
A(4, 4)
B(4, 16)
C(12, 4)
The vertices of a triangle are L(0,1), M(1, -2), and N(-2, 1). What are the new coordinates after a translation of 5 units right?
L(5, 1)
M(6, -2)
N(3, 1)
Identify the new coordinates if there is a reflection in the x-axis.
A(3, 2) B(4, 4) C(1, 3)
A(3, -2)
B(4, -4)
C(1, -3)
Describe the relationship between the given point and its image.
Point: (2, 7)
Image: (7, -2)
Rotation of 270o counterclockwise about the origin.
Identify congruent angles
<A & <E
<B & <F
<C & <G
<D & <H
What are the new coordinates given D(0, 2), E(6, 2), F(6, 4) and K=0.5.
D(0, 1)
E(3, 1)
F(3, 2)
The vertices of a triangle are L(0,1), M(1, -2), and N(-2, 1). What are the new coordinates given (x - 3, y - 4)?
L(-3, -3)
M(-2, -6)
N(-5, -3)
Identify the new coordinates if their is a reflection in the y-axis.
W(2, -1) X(5, -2) Y(5, -5) Z(2, -4)
W(-2, -1)
X(-5, -2)
Y(-5, -5)
Z(-2, -4)
Find the new coordinates given F(1, 2), G(3, 5), H(3, 2) and rotate 180o about the origin.
F(-1, -2)
G(-3, -5)
H(-3, -2)
Identify congruent sides
AB & EF
BC & FG
CD & GH
DA & HE
Determine whether the figures are similar. Explain your reasoning.
Yes
Describe a translation of the point to its image.
Point: (3, -2)
Image: (1, 0)
2 units left and 2 units up
Identify the coordinates if there is a reflection in the x-axis.
D(-2, -5) E(0, -1) F(2, -1) G(0, -5)
D(-2, 5)
E(0, 1)
F(2, 1)
G(0, 5)
Find the new coordinates given P(-3, 4), Q(-1, 4), R(-2, 1), S(-4, 1) and rotate about 270o clockwise.
P( -4, -3)
Q(-4, -1)
R(-1, -2)
S(-1, -4)
Describe a transformation based on the figure below.
Depends on answer.
If the person is standing 20ft away form the streetlight how tall is the street lamp?
18 ft tall