Use the given information to complete the proof of the following theorem. The angles opposite the two congruent sides of an isosceles triangle are congruent. R U T 2 3 Statement SU bisects RT US US 4 UT UR 5 0 Given: SR ST SU bisects RT Prove: LR LT Send To Proof ✓ Reason Send To Proof Send To Proof Given Reflexive Property Definition of Segment Bisector SSS Congruence Property

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A: Two triangle is said to be congruent by any one of the following congruence properties.(i) Side…

Q: Is this answer right?

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Q: A B D C AC = BD AB//CD and AD//BC all angles are congruent angle A and angle C are both right angles

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Q: D is the midpoint of AC, BA ≅BC and ∠EAD ≅ ∠FDC. Prove ΔAED ≅ ΔCFD

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Q: Given: A ABC is equilateral is angle bisector AD is Prove: AD is perpendicular bisector B D C

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Q: 2 Given: ZHGJ ZKGJ ZKJG, ZHJG Conclusion: HG KJ H. K.

A: What are Congruent Triangles ❓ Two triangles are said to be congruent if they are of the same size…