HW - Transversal Angel M (pt 1) Practice - A

​ $$\overline{GI}$$  and $$\overline{JL}$$  are parallel.

Identify the pair of Same-Side Interior Angles.

​ $$\overline{GI}$$  and $$\overline{JL}$$  are parallel.

∠HKL and ∠ (a)   are Alternate Interior Angles.

​ $$\overline{GI}$$  and $$\overline{JL}$$  are parallel.

∠GHF and ∠ (a)   are Corresponding Angles.

​ $$\overline{JL}$$  and $$\overline{GI}$$  are parallel.

∠IHF and ∠ (a)   are Corresponding Angles.

​ $$\overline{JL}$$  and $$\overline{GI}$$  are parallel.

∠JKH and ∠ (a)   are Alternate Interior Angles.

​ $$\overline{QS}$$  and $$\overline{NP}$$  are parallel.

If m​∠MOP = 111^⚬, find m​∠NOR.

​ $$\overline{QS}$$  and $$\overline{NP}$$  are parallel.

If m​∠QRO = 83^⚬, find m​∠NOR.

​ $$\overline{LN}$$  and $$\overline{OQ}$$  are parallel.

If m​∠RPQ = 134^⚬, find m​∠PMN.

​ $$\overline{FH}$$  and $$\overline{CE}$$  are parallel.

If m​∠EDB = 129^⚬, find m​∠CDB.

​ $$\overline{FH}$$  and $$\overline{CE}$$  are parallel.

If m​∠FGD = 74^⚬, find m​∠CDG.