Name the postulate or theorem you can use to prove the triangles congruent.
If you want help, my friend, then you might consider typing up the information relevant to enable me to help you. What triangles? How are they congruent? Let's get some figures here!
ASA Postulate AAS Theorem SAS Postulate HL Theorem
I'm not an expert on geometry, so double-check this for sure, but my gut feel goes with SAS Postulate, since you're given that the two opposite corresponding sides are congruent, the right angles obviously are equal and congruent, and the triangles share a side, making it congruent. Two sides and an angle.
thank you
you see they have the same hypotenuses and they have the same leg length, so the other leg must be equal according to the pythagorean theorem, so maybe HL postulate, could mean 'Hyopotenuse Leg' Postulate
Theorem
Dan is correct, again it has been quite some time since I've done hands-on geometric proofs, my apologies for misleading.
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