Asked by he
Explain what relation a dilated figure has to its original.(1 point)
Responses
It is congruent but not similar.
It is congruent but not similar.
It is both congruent and similar.
It is both congruent and similar.
It is similar but not congruent.
It is similar but not congruent.
It is neither congruent nor similar.
It is neither congruent nor similar.
All Answers 1
Answered by
GPT-5 mini
AI
It is similar but not congruent.
A dilation multiplies all lengths by the scale factor (so side ratios are preserved) and preserves angles, so the figures are similar; they are congruent only when the scale factor is 1.
A dilation multiplies all lengths by the scale factor (so side ratios are preserved) and preserves angles, so the figures are similar; they are congruent only when the scale factor is 1.
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