Geometry Quiz Sections 4.1-4.5 Name: Hour: Triangle Congruence 1) What is a triangle with two or three congruent sides called? a) Isosceles b) Equilatarel c) Scalene 2) Classify the triangle shown. a) Scalene acute b) Scalene obtuse c) Isosceles acute d) Isosceles obtuse 3) What is the value of x in the triangle shown? a) 51° b) 50° c) 79° d) 129° 4) What is the value of x in the triangle shown? (Put your answer in the box.) a) 138° b) 42° c) 69° d) 21° 5) Based on the diagram, which of these is NOT true: a) Δπ΄π΅πΆ ≅ Δπ·πΈπΉ b) ∠π΄ ≅ ∠π· c) Μ Μ Μ Μ π΄πΆ ≅ Μ Μ Μ Μ πΉπΈ d) ∠π·πΉπΈ ≅ ∠π΄πΆπ΅ 6) If ΔπΊπ»πΌ ≅ ΔJLK, then which of these is NOT true: a) ∠π» ≅ ∠π½ b) ∠πΌ ≅ ∠πΎ c) πΊπ» = π½πΏ d) πΎπ½ = πΊπΌ (QUIZ CONTINUED ON OTHER SIDE!) d) Right Μ Μ Μ Μ , what is an acceptable name for the included angle? 7) Given the segments Μ Μ Μ Μ πΉπΈ and π·πΈ a) ∠π·πΉπΈ b) ∠π·πΈπΉ c) ∠πΈπ·πΉ d) ∠π·πΉ 8) Based on the diagram, we can conclude that the triangles are congruent based on: a) SSS b) SAS c) HL d) SSA 9) Based on the diagram, we can conclude that the triangles are congruent based on: a) SSS b) SAS c) HL d) SSA 10) Based on the diagram, we can conclude that the triangles are congruent based on: a) SSS b) SAS c) HL d) SSA Geometry Quiz Sections 4.1-4.5 Name: Hour: Triangle Congruence 1) What is a triangle with two or three congruent sides called? a) Scalene b) Right c) Isosceles 2) Classify the triangle shown. a) Isosceles acute b) Isosceles obtuse d) Scalene acute c) Scalene obtuse 3) What is the value of x in the triangle shown? a) 79° b) 129° c) 51° d) 50° 4) What is the value of x in the triangle shown? (Put your answer in the box.) a) 69° b) 21° c) 138° d) 42° 5) Based on the diagram, which of these is NOT true: Μ Μ Μ Μ ≅ Μ Μ Μ Μ a) π΄πΆ πΉπΈ b) ∠π·πΉπΈ ≅ ∠π΄πΆπ΅ c) Δπ΄π΅πΆ ≅ Δπ·πΈπΉ d) ∠π΄ ≅ ∠π· 6) If ΔπΊπ»πΌ ≅ ΔJLK, then which of these is NOT true: a) πΊπ» = π½πΏ b) πΎπ½ = πΊπΌ c) ∠π» ≅ ∠π½ d) ∠πΌ ≅ ∠πΎ (QUIZ CONTINUED ON OTHER SIDE!) d) Equilatarel Μ Μ Μ Μ , what is an acceptable name for the included angle? 7) Given the segments Μ Μ Μ Μ πΉπΈ and π·πΈ a) ∠πΈπ·πΉ b) ∠π·πΉ c) ∠π·πΉπΈ d) ∠π·πΈπΉ 8) Based on the diagram, we can conclude that the triangles are congruent based on: a) HL b) SSA c) SSS d) SAS 9) Based on the diagram, we can conclude that the triangles are congruent based on: a) HL b) SSA c) SSS d) SAS 10) Based on the diagram, we can conclude that the triangles are congruent based on: a) HL b) SSA c) SSS d) SAS