Transformations

Front

Transformation that changes the orientation of a figure but not the orientation of the vertices.

Back

Rotation

Front

Effect of reflection over the x-axis on coordinates of a figure? Options: (x, -y), (-x, y), (-x, -y), (-y, x)

Back

(x, -y)

Front

Algebraic representation of the transformation displayed on the graph: (y, -x), (-y, x), (-x, y), (-x, -y)

Back

(-y, x)

Front

Which is not a true statement about the figures shown below?
Options:
1. The image is smaller than the pre-image.
2. Triangle GHI is similar to Triangle G’H’I’.
3. The transformation shown is a dilation.
4. Segment GH is congruent to segment G’H’.

Back

Segment GH is congruent to segment G’H’.

Front

Ben is going to rotate a figure in Quadrant IV 90° counterclockwise. In which Quadrant should the image be? Options: I, II, III, IV

Back

I

Front

Reflect point R(6, 10) over the y-axis. What are the coordinates for R’?

Back

(-6, 10)

Front

The table below shows the coordinates of a

figure that was transformed. Which is a correct description of the transformation?

Options: Rotation 180° clockwise, Reflection over the x-axis, Translation 5 units left and 2 units down, Translation 10 units left and 4 units down

Back

Translation 10 units left and 4 units down

Front

Algebraic representation for a translation 8 units right and 4 units down? Options: (x + 8, y – 4), (x – 4, y + 8), (x – 8, y + 4), (8x, 4y)

Back

(x + 8, y – 4)

Front

What is a true statement about the transformation shown?

Back

The graph shows a translation, and the pre-image and image are congruent.

Front

Which is a true statement about dilations?

Back

A dilation will always produce similar figures.