Can i have a straight answer for these questions To dilate a figure means to change it.

The figure before the transformation is called the , or original

The figure after the transformation is called the or new image. We would label that with a

You can identify the new figure by looking for the symbol

Congruence refers to whether or not a figure has the same and after a transformation

When you dilate a figure it keeps the same but not the same

Orientation of a figure is the direction a figure is

When you dilate a figure it it’s

When you dilate a figure the corresponding are ,

and the corresponding are

Example 1: Write an algebraic representation that would result in an enlargement of a figure.

Example 2: Write an algebraic representation that would result in a reduction of a figure.
Example 3: State whether each statement is true or false

A polygon that is dilated will have a different orientation

When you dilate a figure the angles of the figure change

(x, y) (0.5x, 0.5y) would result in a reduction of a dilated figure

(x, y) (ax, ay) if a is between 0 and 1 the image would be an enlargement