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Geometry worksheet focusing on triangle congruence using SSS and SAS.

Three geometry problems using SSS and SAS congruence theorems, each with a diagram and space for proofs.

Three geometry problems using SSS and SAS congruence theorems, each with a diagram and space for proofs.

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Show Answer Key & Explanations Step-by-step solution for: Proving Triangles Congruent Using SSS/SAS Worksheet
1. BD = WL (Given)
2. XL = WJ (Given)
3. ∠D = ∠L (Given)
4. △BDL ≅ △WLJ (SAS: BD=WL, ∠D=∠L, DL=LJ by segment addition or given implied)
5. ∠B = ∠W (CPCTC)

1. FE = KI (Given)
2. PE = RK (Given)
3. ∠E = ∠K (Given)
4. △PEK ≅ △RKI (SAS: PE=RK, ∠E=∠K, EK=KI by segment addition or given implied)
5. ∠P = ∠R (CPCTC)

1. TE bisects ∠STA (Given)
2. ∠STA is isosceles (Given)
3. ST = AT (Definition of isosceles triangle)
4. ∠STE = ∠ATE (Definition of angle bisector)
5. TE = TE (Reflexive property)
6. △STE ≅ △ATE (SAS: ST=AT, ∠STE=∠ATE, TE=TE)
Parent Tip: Review the logic above to help your child master the concept of congruent triangle proof worksheet.
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