W Waseem was asked to prove that TO = WO. His work is shown below. There is ot least one error in Waseem's work. Describe and explain his error(s). we con prove trat To= wo by uG ng +wO OpprOochec Conctruct per pendicular bicector OP o TW Then, rotore he trangle 210 aegrees counter cioCK wse Goout Point P Cince al ponts on perpendiclar bisector the ore equi eigrant from Tand TO wO The secorG approach will JUS uGing tre Base Ange Tneorem 10 concivde trat Tow Is on GOScees rangie

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Consider the following ATOW. with MLOWT = MLWTO.
Waseem was asked to prove that TO = WO. His work is
shown below. There is ot least one error in Waseem's work.
Describe and explain his eror(s).
we con prove trot TO= wo by ue ng
+WO OpprOOchec Conctruct
per pendicular bicector OP o TW
Then, rotore
+he tHangie
210 aegrees countercOCK E Oeout
Point P
Snce an Ponts on he
perpendiclar bisector ore
equi eisrant fronm Tand
TO WO The second appr0och will
R JUst veing +re
Thecrem 1O
Ba se
Ange
concivde
that Tow
IS on
iGOscee s
rongie
Transcribed Image Text:Consider the following ATOW. with MLOWT = MLWTO. Waseem was asked to prove that TO = WO. His work is shown below. There is ot least one error in Waseem's work. Describe and explain his eror(s). we con prove trot TO= wo by ue ng +WO OpprOOchec Conctruct per pendicular bicector OP o TW Then, rotore +he tHangie 210 aegrees countercOCK E Oeout Point P Snce an Ponts on he perpendiclar bisector ore equi eisrant fronm Tand TO WO The second appr0och will R JUst veing +re Thecrem 1O Ba se Ange concivde that Tow IS on iGOscee s rongie
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