Lesson Parallel Lines and Transversals 2 Meaning
 There are several types of angle pairs There are several types of angle pairsin parallel lines There are several types of angle pairsin parallel lines There are several types of angle pairsin parallel linescut by a transversal There are several types of angle pairsin parallel linescut by a transversal There are several types of angle pairsin parallel linescut by a transversal The word 'alternate' means The word 'alternate' meanson opposite sides of the transversal The word 'alternate' meanson opposite sides of the transversal75836142 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would be The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would be∡2 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would be∡2∡4 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would be∡2∡4∡6 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would be∡2∡4∡6∡8 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would bebecause they are∡2∡4∡6∡8 The word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would beon opposite sidesbecause they are∡2∡4∡6∡8 ∡1 is on this sideThe word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175836142would beon opposite sidesbecause they are∡2∡4∡6∡8 ∡1 is on this sideThe word 'alternate' meanson opposite sides of the transversalAngles that are alternate to ∡175the rest are on this side836142would beon opposite sidesbecause they are∡2∡4∡6∡8 Which angle is alternate to ∡5∡1∡3∡475836142 Which angle is alternate to ∡8∡1∡2∡475836142 Which angles are alternate to ∡6∡1∡2∡375836142∡4∡5∡7∡8 The phrase 'same side' means14253768 The phrase 'same side' meanson the same side of the transversal14253768 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal14253768 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal14253768 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal14253768∡4 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal14253768∡4∡5 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal14253768∡4∡5∡7 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal1425376because they are on the 8∡4∡5∡7 The phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal1425376because they are on the 8same side as ∡1∡4∡5∡7 ∡1 is on this sideThe phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal1425376because they are on the 8same side as ∡1∡4∡5∡7 and so are the others∡1 is on this sideThe phrase 'same side' meansThe angles on the same side as ∡1 areon the same side of the transversal1425376because they are on the 8same side as ∡1∡4∡5∡7 Which angle is same side to ∡5∡1∡2∡475836142 Which angle is same side to ∡8∡1∡3∡475836142 Which angles are same side to ∡6∡1∡2∡375836142∡4∡5∡7∡8 The word 'interior' means14253768 The word 'interior' meansin between the parallel lines14253768 The word 'interior' meansin between the parallel linesThe interior angles are14253768 The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4 The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4∡3 The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4∡3∡5 The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4∡3∡5∡6 The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4∡3∡5∡6because they are The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4∡3∡5∡6because they arebetween the parallellines The word 'interior' meansin between the parallel linesThe interior angles are14253768∡4∡3∡5∡6because they arebetween the parallellines Which angle is an interior angle∡1∡3∡875836142 Which angles are interior∡1∡2∡3∡6∡5∡4758∡8∡736142 The word 'exterior' means14253768 The word 'exterior' meansangles outside the parallel lines14253768 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768∡1 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768∡1∡2 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768∡1∡2∡7 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768∡1∡2∡7∡8 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768because they are outsidethe parallel lines∡1∡2∡7∡8 The word 'exterior' meansangles outside the parallel linesThe exterior angles would be14253768because they are outsidethe parallel lines∡1∡2∡7∡8 Which angle is an exterior angle∡6∡3∡875836142 Which angles are exterior∡1∡2∡3∡6∡5∡4758∡8∡736142 InteriorSame SideExteriorAlternateOutside?In between?Same Side?Opposite? ∡8 isinteriorexterior75863142 ∡2 isinteriorexterior75863142 ∡8 and 3 are75AlternateSame Side863142 An alternate interior angle14253768 An alternate interior anglewould be both14253768 An alternate interior anglewould be both142537opposite sides of the transversal68 An alternate interior anglewould be both142537opposite sides of the transversal68and An alternate interior anglewould be both142537inside the parallel linesopposite sides of the transversal68and An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68and An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68and An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andwould be An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andwould beon the opposite sideof the transversal An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andwould beon the opposite sideof the transversal An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andwould beon the opposite sideof the transversaland An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andwould beon the opposite sidein between theof the transversalparallel linesand An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andwould beon the opposite sidein between theof the transversalparallel linesand An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andbut not besidewould beon the opposite sidein between theof the transversalparallel linesand An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andbut not besidewould beon the opposite sidein between theof the transversalparallel linesand the answer is ∡5An alternate interior anglewould be both14253The alternate interior to ∡37inside the parallel linesopposite sides of the transversal68andbut not besidewould beon the opposite sidein between theof the transversalparallel linesand Alternate Interior to ∡67586314∡1∡2∡32∡4∡5∡7∡8 The same side interior angle to ∡514253768 The same side interior angle to ∡5would be on the same side of the transversal14253768 The same side interior angle to ∡5would be on the same side of the transversal14253768 The same side interior angle to ∡5would be on the same side of the transversaland in between the parallel lines14253768 The same side interior angle to ∡5would be on the same side of the transversaland in between the parallel lines14253768 The same side interior angle to ∡5would be on the same side of the transversaland in between the parallel lines14253∡4 is the answer768 Same side interior to ∡67586314∡1∡2∡32∡4∡5∡7∡8 Corresponding angles have to do with position Corresponding angles have to do with positionThere are four angles around each intersectionTop Left Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftTop Right Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftBottom LeftTop Right Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftBottom LeftTop RightBottom Right Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftBottom LeftTop LeftTop RightBottom Right Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftBottom LeftTop LeftTop RightBottom RightTop Right Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftBottom LeftBottom LeftTop LeftTop RightBottom RightTop Right Corresponding angles have to do with positionThere are four angles around each intersectionTop LeftBottom LeftBottom LeftTop LeftTop RightBottom RightTop RightBottom Right Top LeftBottom LeftBottom Left?Top Left?Top RightBottom RightTop Right?Bottom Right? Corresponding angles have to do with positionEach angle that has the same name is aThere are four angles around each intersectionTop LeftBottom LeftBottom LeftTop LeftTop RightBottom RightTop RightBottom Rightcorresponding angle Which angle corresponds to ∡513254768∡1∡2∡3∡4∡6∡7∡8
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