Please help. Choose the answer from the choices. Thank you! For numbers 15-20. Complete the two-column proof below by supplying the missingstatement or reason. An illustration and set of choices are given in the box below:A. GivenB. RN TSC. Hinge TheoremD. Triangle Inequality TheoremE. Converse of Hinge TheoremF. Hinge TheoremG. IN > ISH. 77 TRI. AT > ARJ. mR > mT Given: I is the midpoint of TR,RN = TS, and IN> IS.Prove: OP > EHR-TStatementsReasons15. I is the midpoint of TR.16.Definition of Midpoint17. RN = TS18.Given19. mZR > mT20. AT > AR

Answered: Given: I is the midpoint of TR, RN =…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.1: Real Numbers

Problem 23E

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Given: I is the midpoint of TR, RN = TS, and IN > IS. Prove: OP > EH R Statements Reasons 15. I is the midpoint of TR. 16. Definition of Midpoint 17. RN TS 18. Given 19. mZR > mT 20. AT > AR