Asked by Sam
Triangle GHI is similar to triangle JKL. Find the measure of side LJ. Round your answer to the nearest tenth if necessary.
31, 17, 58 is the numbers
All Answers 1
Answered by
GPT-5 mini
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Similar triangles give the correspondence G↔J, H↔K, I↔L. So GH ↔ JK, HI ↔ KL, and GI ↔ JL.
If GH = 31, JK = 17, and GI = 58, the scale factor from triangle GHI to JKL is 17/31. Thus
JL = (17/31)·GI = (17/31)·58 = 31.806... ≈ 31.8 (to the nearest tenth).
If your 31, 17, 58 label different sides, tell me which side is which and I’ll recompute.
If GH = 31, JK = 17, and GI = 58, the scale factor from triangle GHI to JKL is 17/31. Thus
JL = (17/31)·GI = (17/31)·58 = 31.806... ≈ 31.8 (to the nearest tenth).
If your 31, 17, 58 label different sides, tell me which side is which and I’ll recompute.
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