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Consider the following ATOW, with MOWT = MLWTO. W Waseem was asked to prove that TO = WO. His work is shown below. There is at least one error in Waseem's work. Describe and explain his error(s). we con prove trot TO3wo by uGing two opprooches conserct per pendicular bicector OP t7e to TW Then, rotare he trionge 210 oegrees counter cioK wiCk OOout Cince an points on the per pendicuar bisector ore Poine P equi eigrant from T and w, tren TO wO The second approach will A ust vsing base Ange tre Theorem tO corcivde trat Tow IS an SOsce es r angie

Consider the following ATOW, with MOWT = MLWTO. W Waseem was asked to prove that TO = WO. His work is shown below. There is at least one error in Waseem's work. Describe and explain his error(s). we con prove trot TO3wo by uGing two opprooches conserct per pendicular bicector OP t7e to TW Then, rotare he trionge 210 oegrees counter cioK wiCk OOout Cince an points on the per pendicuar bisector ore Poine P equi eigrant from T and w, tren TO wO The second approach will A ust vsing base Ange tre Theorem tO corcivde trat Tow IS an SOsce es r angie

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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please describe and explain his error
Consider the following ATOW. with M2OWT = MLWTO. W Waseem was asked to prove that TO = WO. His work is shown below. There is at least one error in Waseem's work. Describe and explain his error(s). we con prove trot TO= wo by Ucing +wo opproochec construct per pendicular bicector to F Then, rotare +he rionge 210 oegrees counter CIOCK WIGE C eout Point P Cince a points on the perpendicular bisector ore equi cisrant from Tand w, Tren TO WO he secord approoch will Ust usng +re Base Ange Theorem to corcivde trat TOw IS an isosceies rongie
Transcribed Image Text:Consider the following ATOW. with M2OWT = MLWTO. W Waseem was asked to prove that TO = WO. His work is shown below. There is at least one error in Waseem's work. Describe and explain his error(s). we con prove trot TO= wo by Ucing +wo opproochec construct per pendicular bicector to F Then, rotare +he rionge 210 oegrees counter CIOCK WIGE C eout Point P Cince a points on the perpendicular bisector ore equi cisrant from Tand w, Tren TO WO he secord approoch will Ust usng +re Base Ange Theorem to corcivde trat TOw IS an isosceies rongie
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