Question

before you continue, we recommend completing the day 2 activities, \practice makes progress\ and \geogebra activity: rigid transformations.\
which of the following best describes the transformation from the preimage to the image?
translation up
dilation to enlarge size
dilation to reduce size
rotation around the origin

Explanation:

To determine the transformation, we analyze each option:

• Translation (up) would move the preimage vertically without rotation or size change, but the image here has a rotational aspect.
• Dilation (enlarge/reduce) changes size, but the preimage and image appear to have the same shape orientation change, not size change.
• Rotation around the origin: The arrows show a rotational movement, and the image's orientation relative to the preimage suggests a rotation (like turning around a point, likely the origin here as it's a coordinate grid context). The other options don't fit as well—translation is linear movement, dilation is size - related, but this is a rotational change.

Answer:

Rotation around the origin