Answer:-
Similarity transformations include translations, rotations, reflections, and dilations. When combined, these transformations can map one figure onto another while preserving its shape but not necessarily its size. For example, to map a smaller triangle onto a larger one, you might first use a dilation to resize the triangle, then apply a translation to move it to the correct position, followed by a rotation to align it, and finally a reflection if needed to match orientations. This sequence ensures the figures remain similar, maintaining proportional relationships and angles.
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