PSA2PV9 - Problem Sets---Geometry, M1 Lesson 22 (G.CO.B.7, G.CO.B.8)
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Justify whether the triangles meet the SAS congruence criteria; explicitly state which pairs of sides or angles are congruent and why. If the triangles do meet the SAS congruence criteria, describe the rigid motion(s) that would map one triangle onto the other.

 

Given: , and AB=CD

Do △𝐴𝐡𝐷 and △𝐢𝐷𝐡 meet the SAS criteria?

 

Modified from EngageNY ©Great Minds Disclaimer

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Justify whether the triangles meet the SAS congruence criteria; explicitly state which pairs of sides or angles are congruent and why. If the triangles do meet the SAS congruence criteria, describe the rigid motion(s) that would map one triangle onto the other.

 

Given: : π‘š∠𝑅 = 25°, 𝑅𝑇 = 7", π‘†π‘ˆ = 5", and 𝑆𝑇 = 5"

Do β–³ π‘…π‘†π‘ˆ and β–³ 𝑅𝑆𝑇 meet the SAS criteria?

 

 

Modified from EngageNY ©Great Minds Disclaimer

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Justify whether the triangles meet the SAS congruence criteria; explicitly state which pairs of sides or angles are congruent and why. If the triangles do meet the SAS congruence criteria, describe the rigid motion(s) that would map one triangle onto the other.

 

Given:  and  bisect each other

Do β–³ 𝐽𝐾𝐿 and β–³ 𝑁𝑀𝐿 meet the SAS criteria?

 

 

Modified from EngageNY ©Great Minds Disclaimer

Type your answer below:

Justify whether the triangles meet the SAS congruence criteria; explicitly state which pairs of sides or angles are congruent and why. If the triangles do meet the SAS congruence criteria, describe the rigid motion(s) that would map one triangle onto the other.

 

Given: π‘š∠1 = π‘š∠2, and 𝐡𝐢 = 𝐷𝐢

Do β–³ 𝐴𝐡𝐢 and β–³ 𝐴𝐷𝐢 meet the SAS criteria?

 

 

Modified from EngageNY ©Great Minds Disclaimer

Type your answer below:

Justify whether the triangles meet the SAS congruence criteria; explicitly state which pairs of sides or angles are congruent and why. If the triangles do meet the SAS congruence criteria, describe the rigid motion(s) that would map one triangle onto the other.

 

Given:  bisects angle ∠𝐡𝐢𝐷, and 𝐡𝐢 = 𝐷𝐢

Do β–³ 𝐢𝐴𝐡 and β–³ 𝐢𝐴𝐷 meet the SAS criteria?

 

 

Modified from EngageNY ©Great Minds Disclaimer

Type your answer below:

Justify whether the triangles meet the SAS congruence criteria; explicitly state which pairs of sides or angles are congruent and why. If the triangles do meet the SAS congruence criteria, describe the rigid motion(s) that would map one triangle onto the other.

 

Given:  and  bisect each other

Do β–³ 𝑆𝑉𝑅 and β–³ π‘ˆπ‘‰π‘‡ meet the SAS criteria?

 

 

Modified from EngageNY ©Great Minds Disclaimer

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Given: JM=KL, , and 

Do β–³ 𝐽𝑀𝐿 and β–³ 𝐾𝐿𝑀 meet the SAS criteria?

 

 

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Given:  and 

Do β–³ 𝐡𝐸𝐷 and β–³ 𝐢𝐹𝐷 meet the SAS criteria?

 

 

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Given: π‘š∠π‘‰π‘‹π‘Œ = π‘š∠π‘‰π‘Œπ‘‹

Do β–³ π‘‰π‘‹π‘Š and β–³ π‘‰π‘Œπ‘ meet the SAS criteria?

 

 

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Given: β–³ 𝑅𝑆𝑇 is isosceles, with 𝑅𝑆 = 𝑅𝑇, and π‘†π‘Œ = 𝑇𝑍

Do β–³ π‘…π‘†π‘Œ and β–³ 𝑅𝑇𝑍 meet the SAS criteria?

 

 

Modified from EngageNY ©Great Minds Disclaimer

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