Geometry3.3provinglinesparallelworksheetanswers.
3.2provinglinesparallelworksheetanswers.Provinglinesparallelworksheetkutasoftware.Provinglinesparallelworksheetallthingsalgebra.Provinglinesparallelworksheetanswers3-4.Provinglines
parallelworksheetanswerkey.Provingparallellinescutbyatransversalworksheet.Provinglinesareparallelwithalgebraworksheet.Provinglinesparallelworksheettwo-columnproofs.
RelatedTopics:MoreLessonsforPreCalculusMathWorksheetsVideos,worksheets,gamesandactivitiestohelpPreCalculusstudentslearnhowtousetheconverseoftheparallellinestheoremtoprovethatlinesareparallel.Whatisthecorrespondinganglepostulate?Iftwoparallellinesarecutbyatransversalthenthepairsofcorresponding
anglesarecongruent.Whatisthecorrespondingangleconverse?Iftwolinesarecutbyatransversalsuchthatthecorrespondinganglesarecongruentthenthelinesareparallel.gamicawudigoWhatisthealternateinterioranglestheorem?Iftwoparallellinesarecutbyatransversal,thenthepairsofalternateinterioranglesarecongruent.Whatis
thealternateinterioranglesconverse?Iftwolinesarecutbyatransversalsuchthatthepairsofalternateinterioranglesarecongruent,thenthelinesareparallel.Whatisthealternateexterioranglestheorem?Iftwoparallellinesarecutbyatransversal,thenthepairsofalternateexterioranglesarecongruent.Whatisthealternateexteriorangles
converse?Iftwoparallellinesarecutbyatransversalsuchthatthepairsofalternateexterioranglesarecongruent,thenthelinesareparallel.Whatistheconsecutiveinterioranglestheorem?Iftwoparallellinesarecutbyatransversal,thenthepairsofconsecutiveinterioranglesaresupplementary.Whatistheconsecutiveinteriorangles
converse?Iftwolinesarecutbyatransversalsuchthattheconsecutiveinterioranglesaresupplementarythenthelinesareparallel.Whatisthetransitivepropertyofparallellines?Iftwolinesareparalleltothesameline,thentheyareparalleltoeachother.ConverseofParallelLinesTheoremIftwolinesareintersectedbyatransversal,then
alternateinteriorangles,alternateexteriorangles,andcorrespondinganglesarecongruent.Theconverseofthetheoremistrueaswell.yiciyuIftwocorrespondinganglesarecongruent,thenthetwolinescutbythetransversalmustbeparallel.Similarly,iftwoalternateinteriororalternateexterioranglesarecongruent,thelinesareparallel.
ProvingLinesParallelProvingLinesParallel;topics:ConverseoftheCorrespondingAnglesTheorem,ConverseoftheAlternateInteriorAnglesTheorem,ConverseoftheSame-SideInteriorAnglesPostulate,ConverseoftheAlternateExteriorAnglesTheoremandapplyingthis.ProvingLinesareParallelStudentslearntheconverseoftheparallelline
postulate.Iftwolinesarecutbyatransversalandcorrespondinganglesarecongruent,thenthelinesareparallel.Iftwolinesarecutbyatransversalandalternateinterioranglesarecongruent,thenthelinesareparallel.Iftwolinesarecutbyatransversalandsame-sideinterioranglesaresupplementary,thenthelinesareparallel.Studentsare
thenaskedtodeterminewhichlinesareparallelingivenfiguresusinginformationabouttheanglesinthefigures.FindthevalueofxthatwillmakethelinesparallelTrythefreeMathwaycalculatorandproblemsolverbelowtopracticevariousmathtopics.Trythegivenexamples,ortypeinyourownproblemandcheckyouranswerwiththestep-by-
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