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Make a two-column proof showing statements and reasons to prove that triangle PRQ is similar to triangle PQS. WILL MEDAL AND TESTIMONIAL
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I know part of it is angle PRG = PRQ by the reflexive property, but I dont get what to do next
and PQ = PQ, but I need another angle or line to prove it
* PRQ - PRQ
wait, PQ = PQ dosnt work because they are not corresponding parts
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idk anymore
I think you can do this with the angles. Angle P is in both triangles, and they both have a second angle that's 30°, so their third angles have to be equal
hmm
angle-angle theorem
yes
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I think I can do It now. ty
yw
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