I am having trouble doing #42. BC 1.41Suppose that AABCand DY bisects LFDE. Are theslbisectors of congruent triangles congruellWI40. Given:M is the midpollllof YZSuppose that AABC ADEF, AX is the medianfrom A to BC, and DY is the median from D to EF.Are these corresponding medians of congruent trianglesThada od MX 1 WYt od MT I WZProve:Exercises 35 36MX = MTYM41.)Given:Isosceles AMNPdi lwith vertex PIsosceles AMNQwith vertex QAMQP = ANQPcongruent?Ctercises 37 and 38, complete each prgf asing thezing below.ow iw a PAGiven23 1Prove:Prove:AB AC42. In isosceles triangle BAT, AB = AT. C 01Also, BR = BT = AR. If AB = 12.3and AR = 7.6, find the perimeter of:B/Exercises 37, 38a) ABATb) AARBc) ARBTPROOFStatementsReasons43. In ABAT, BR = BT = AR,and mZRBT = 20°. Find:3 = L11. ?2. If two lines intersect, thea) mZTb) MLARBc) mLAvertical Ls formed are =3. Transitive Property ofTExercises 42, 43Congruence4. ?AB = AC44. In APMN, PM = PN, MB bisectsZPMN, and NA bisects ZPNM.If mZP =36°, name all isoscelestriangles shown in the drawing.

Name: I am having trouble doing #42. BC 1.41Suppose that AABCand DY bisects
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Description: I am having trouble doing #42. BC 1.41Suppose that AABCand DY bisects LFDE. Are theslbisectors of congruent triangles congruellWI40. Given:M is the midpollllof YZSuppose that AABC ADEF, AX is the medianfrom A to BC, and DY is the median from D to EF.

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Math

Geometry

1. Prove: AMQP = LI 42. In isosceles triangle BAT, AB = AT. C o1 i Also, BR = BT = AR. If AB = 12.3 and AR = 7.6, find the perimeter of: a) ΔΒΑT b) AARB c) ARBT %3D 43. In ABAT, BR = BT = AR, and mZRBT = 20°. Find: the a) mZT b) MLARB T Exercises 42, 43

1. Prove: AMQP = LI 42. In isosceles triangle BAT, AB = AT. C o1 i Also, BR = BT = AR. If AB = 12.3 and AR = 7.6, find the perimeter of: a) ΔΒΑT b) AARB c) ARBT %3D 43. In ABAT, BR = BT = AR, and mZRBT = 20°. Find: the a) mZT b) MLARB T Exercises 42, 43

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter5: Similar Triangles

Section5.6: Segments Divided Proportionally

Problem 34E: Use Exercise 33 and the following drawing to complete the proof of this theorem: The length of the...

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