Unit 5 - Two-Column Proofs Quiz (G)

Select from the list (using the letter) and drawing, to name the postulate, theorem or converse theorem that justifies the statement below.

If n||m then m<1+m<6=180⁰.

(a)  

Select from the list (using the letter) and drawing, to name the postulate, theorem or converse theorem that justifies the statement below.

If m<6=m<2 then n||m.

(a)  

Select from the list (using the letter) and drawing, to name the postulate, theorem or converse theorem that justifies the statement below.

If n||m then m<4=m<2.

(a)  

Select from the list (using the letter) and drawing, to name the postulate, theorem or converse theorem that justifies the statement below.

If m<3+m<4=180⁰ then n||m.

(a)  

Select from the list (using the letter) and drawing, to name the postulate, theorem or converse theorem that justifies the statement below.

If m<3=m<7 then n||m.

(a)  

Select from the list (using the letter) and drawing, to name the postulate, theorem or converse theorem that justifies the statement below.

If n||m then m<7=m<3.

(a)