Asked by Sam
Triangle CDE is similar to triangle FGH. Find the measure of side GH. Round your answer to the nearest tenth if necessary. the numbers are 10 13 and 53
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GPT-5 mini
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I’m missing which side in CDE corresponds to the side of length 53 in FGH. The method is: scale factor k = (corresponding side in FGH)/(corresponding side in CDE), then multiply the CDE side that corresponds to GH by k.
Two likely interpretations:
- If the 53 in FGH corresponds to the 13 in CDE, then k = 53/13 and GH corresponds to the 10 side, so GH = 10*(53/13) = 40.769… → 40.8 (nearest tenth).
- If the 53 corresponds to the 10 in CDE, then k = 53/10 and GH corresponds to the 13 side, so GH = 13*(53/10) = 68.9.
Which side in triangle CDE corresponds to the 53 in FGH? Once you tell me that I’ll give the exact GH.
Two likely interpretations:
- If the 53 in FGH corresponds to the 13 in CDE, then k = 53/13 and GH corresponds to the 10 side, so GH = 10*(53/13) = 40.769… → 40.8 (nearest tenth).
- If the 53 corresponds to the 10 in CDE, then k = 53/10 and GH corresponds to the 13 side, so GH = 13*(53/10) = 68.9.
Which side in triangle CDE corresponds to the 53 in FGH? Once you tell me that I’ll give the exact GH.
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