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Iwill awardgiven: δabc, ab = ac x ∈ ac , y ∈ab ax = ay prove: bx = cy m∠abc = m∠acb △abx≅△ by
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Which graph has figures that can undergo a similarity transformation to justify that they are similar? (obviously not the third one)
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Iwill awardgiven: δabc, ab = ac x ∈ ac , y ∈ab ax = ay prove: bx = cy m∠abc = m∠acb △abx≅△ by
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