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# Please help me in answering the following geometry question. />d Attachment 1 Attachment 2 ATTACHMENT PREVIEW Download attachment 2019-10-14 09.24.33.jpg B) 2.11: Unit Test - MTH208A_Geom X + &lt; &gt; C learning.k12.com/d21/le/sequenceViewer/627537?url=https%253a%2521%252fe0271 15-1353-4066-af96-349171/846bd.sequences i: Apps K12 K12.com Kiz OLS Login &quot; My Info . K12 Customer Supp.. Class Connect + LogMein123 Microsoft Office 365 &lt; BACK TO 2.11: UNIT TEST - MTH208A_GEOMCA_SEC31_SEM1_19-20 A conjecture and the paragraph proof used to prove the conjecture are shown. Given: ABCD is a parallelogram. DC bisects ZBDE Prove: 21 = 23 Drag an expression or phrase to each box to complete the proof. It is given that ABCD is a parallelogram, so AB || DC by the definition of parallelogram. LO hp ATTACHMENT PREVIEW Download attachment 2019-10-14 09.24.37.jpg 1: Unit Test - MTH208A_Geom x + C learning.k12.com/d21/le/sequenceViewer/627537?url=https6253a%25216252fe0271 15-1353-4066-af96-34917ff846bd.sequences.api.brightspace. K12 K12.com KI2 OLS Login &lt; My Info . K12 Customer Supp. Class Connect + LogMeln123 Microsoft Office 365 ACK TO 2.11: UNIT TEST - MTH208A_GEOMCA_SEC31_SEM1_19-20 Drag an expression or phrase to each box to complete the proof. It is given that ABCD is a parallelogram, so AB || DC by the definition of parallelogram. So, 21 ~ 42 by the alternate interior angles theorem. It is also given that DC' bisects LBDE , so /2 ~ by the Therefore, ~ Z3 by the transitive property of congruence definition of angle bisector 22 23 9 hp 144

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&lt;2 = &lt;3 by the definition of angle... View the full answer

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