Parallel lines and Transversal

• Consecutive interior angles

• Alternate angles

• Vertical angles

• Corresponding angles

• consecutive interior angles

• alternate interior angles

• vertical angles

• corresponding angles

• consecutive interior angles

• alternate interior angles

• vertical angles

• corresponding angles

find the value of  $x\degree$  !

•  $24\degree$  

•  $34\degree$  

•  $42\degree$  

•  $146\degree$  

fin the value of  $x\degree$  !

•  $56\degree$  

•  $68\degree$  

•  $124\degree$  

•  $135\degree$  

Find the value of  $x\degree$  !

• $17\degree$

• $35\degree$

• $53\degree$

• $127\degree$

Find the value of  $x\degree$  !

• $46\degree$

• $64\degree$

• $105\degree$

• $116\degree$

Find the value of  $x\degree$  !

• $55\degree$

• $75\degree$

• $125\degree$

• $360\degree$

Find the value of  $x\degree$  !

• $33\degree$

• $51\degree$

• $129\degree$

• $134\degree$

• are parallel

• are not parallel because the two given consecutive interior angles do not add to $180\degree$

• are not parallel because the two given corresponding angles are not equal

• are not parallel because the two given alternate interior angles are not equal