Define Congruent
two figures who have the same size and shape

What are the new coordinate pairs if the trapezoid is moved 3 units right and 2 units down
J (-3,-3) K (0,3) M (-5, 0) L (2,0)
Over what axis is the following figure reflected on?
The y- axis
How many degrees was the green rectangle rotated to reach the blue rectangle
90 degrees
What is the new image of G(2, 18) if the scale factor is 25?
G'(50, 450)
What is a reduction?
a decrease in the size of a shape
Z (5,2) Y (7,2) X (4,3)
3 units left and 4 units down
What are the new coordinate pairs?
Z (2, -2) Y (4, -2) X (1, -1)

D-none of them
By how many degrees was the blue triangle rotated to reach the red triangle
180
A dilation can produce an enlargement and a ____
Reduction
What is an enlargement?
an increase in the size of a shape
What is the rule for the following picture:

(x, y) --> (x + 2, y - 4)
Over what axis is the following figure reflected on?
x-axis
By how many degrees was the pre-image rotated to reach the image
270 degrees counterclockwise
Is this a dilation?
yes
What is the Line of Reflection?
the line where the figure is flipped across to create a reflection or mirror image of the pre-image, this is used in reflections
What is the rule for the following picture:

6 units left and 3 units up
(x, y) --> (x - 6, y + 3)
Which axis is B and C reflected on?
Y-axis then X-axis
By how many degrees was the pre- image rotated by
180
What is the scale factor?
3
What is the Center of Rotation?
the point where a figure is rotated, this is used in a rotation
Find the old coordinate pairs of:
A (1,5) B (3,2) C (7,5) D (9,2)
Before they were translated 8 units left and 5 units up
A (-7,0) B (-5, -3) C (-1,0) D (1, -3)
What is the line of reflection if L(1, 4) M(1, 0) N (3,0) mapped to L'(-1, 4) M'(-1, 0) N'(-3, 0)?
y-axis
What set of transformations is performed on triangle SRT
90 degree counterclockwise followed by a translation of 2 units to the left
What is the scale factor of the following dilation?
A(8, 2) --> A'(4, 1)
B(10, 6) --> B'(5, 3)
k = 1/2