Question

a transformation of asfv results in a utv. which transformation maps the pre - image to the image? dilation reflection rotation translation

Explanation:

To determine the transformation, we analyze each option:

• Dilation: Changes size, but the triangles appear congruent (same size/shape), so not dilation.
• Reflection: A reflection over line \( TV \) would map \( \triangle STV \) to \( \triangle UTV \), as the figure is symmetric across \( TV \) (marked congruent sides/angles).
• Rotation: Requires a center and angle, but the symmetry here is a mirror (reflection) over \( TV \).
• Translation: Moves without rotation/reflection, but the triangles are mirrored, not translated.

Answer:

reflection