A transformation in which a graph or geometric figure "slides" to another location without any change in size or position.
What is translation?
The coordinates of (4, -3) when it is reflected across the line y = x
What is (-3, 4)?
Give the coordinates for A' after a dilation with scale factor 5. A (-1, 3)
What is A'(-5, 15)?
What is the name for all of these? translations, reflections, dilations, and rotations
What is transformations?
Find the coordinates of A' if segment AB with A(2, 4) and B(-1, 1) is translated by <2, -5>.
What is A'(4, -1)?
Which transformation changes the SIZE of a figure?
Dilation
Find the coordinates of X', Y', and Z' when triangle XYZ with X(0,3), Y(3, -2), and Z(4,0) is translated by <-5, 1>.
What is X'(-5, 4), Y'(-2, -1), and Z'(-1, 1)?
The coordinates of M' with M(-2, -4) when it is reflected over the line x=2.
What is M'(6, -4)?
The rule for a rotation counterclockwise of 90 degrees.
What is (x, y)-->(-y, x)
Find the coordinates of A" after the following "composition": translated by <-3, 1>, then reflected over y-axis. A(4, 5)
What is A"(-1, 6) ?
A transformation in which a plane figure turns around a fixed center point.
What is rotation?
Find the coordinates of M' and N' when MN with M(-4, -1) and N(-3, -3) is translated 5 units right and 2 units up.
What is M'(1, 1) and N'(2, -1)?
This angle of rotation maps (x, y)-->(-x, -y).
What is rotation 180 degrees?
Find the coordinates of Y' when X(12, 4), Y(8,2) and Z(-4,0) are dilated by a scale factor of 1/4.
What is Y'(2, 1/2)?
The name for a transformation under which the pre-image is congruent to the image.
What is an isometry/rigid motion?
The coordinate mapping when D(-5, 4), E(-4, 1), and F(-2, 1) are translated to D'(-5,0), E'(-4, -3), and F'(-2, -3).
What is (x, y)-->(x, y-4)?
Find the coordinates of A' and B' when A(-3, -2) and B(-1, 2) are rotated clockwise 270 degrees.
What is A'(-2 3) and B'(2, 1)?
Find the coordinates of B" when A(5, 0), B(5, 5), and C(2,4) undergo the following composition: translate (x, y)-->(x+6, y-5), then rotate counterclockwise 270 degrees.
What is B"(0, -11)?