What are the effects of a translation on angles within a geometric figure?

A translation in geometry involves sliding a figure from one position to another without changing its shape, size, or orientation. Since a translation does not alter any of the intrinsic properties of the figure, every angle within the figure remains unchanged. This characteristic underscores the principle that translations preserve the congruence of geometric figures. Therefore, regardless of where the figure is moved, the measures of the angles stay the same, corroborating that the correct understanding of this transformation is that angles remain unchanged.

The concept that angles are altered, as suggested by other options, doesn’t apply to translations, as those transformations exclusively involve shifting a shape without rotation or resizing. This preservation of angles is a fundamental aspect of translations, making it clear that the relationship among the angles within the figure is maintained throughout the transformation process.