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If one triangle maps onto another after a sequence of similarity transformations, what can one conclude?ÂÂÂÂa)The two triangles are similar because similarity transformations preserve angles and produce proportional distances in a figure.The two triangles are congruent because similarity transformations preserve angles and distances in a figure.The two triangles are similar because similarity transformations produce proportionate angles and congruent distances.The two triangles are not congruent because similarity transformations produce proportional distances and congruent angles.
If one triangle maps onto another after a sequence of similarity transformations, what can one conclude?ÂÂ
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a)The two triangles are similar because similarity transformations preserve angles and produce proportional distances in a figure.
- The two triangles are congruent because similarity transformations preserve angles and distances in a figure.
- The two triangles are similar because similarity transformations produce proportionate angles and congruent distances.
- The two triangles are not congruent because similarity transformations produce proportional distances and congruent angles.ÂÂ
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Subhash P
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