Complete the proof that AQRV ATUS.RV.StatementReasonZQRV E LSUTGiven2ZQVR E ZTSUGiven3UV RSGiven4RV = UV + RUAdditive Property of Angle MeasureAdditive Property of LengthAll right angles are congruentAngles forming a linear pair sum to 180°Definition of angle bisectorDofinition of sauil-taral teinnalaSU = RS + RURV = RS + RUSU = RV8.AQRV E ATUS Complete the proof that AQRV ATUS.RVStatementReasonGivenZQRV E ZSUTZQVR LTSUGivenUV RSGiven4RV = UV + RUAngles forming a linear pair sum to 180°Definition of angle bisectorDefinition of equilateral triangleDefinition of midpointVertical Angle TheoremSU = RS + RU6RV = RS + RUSU = RVAQRV = ATUS2.3.5.00

Answered: Image /qna-images/answer/0b8d0989-ce9d-472c-b006-78d39c30159b.jpg

Complete the proof that AQRV ATUS. R. V Statement Reason ZQRV E ZSUT Given ZQVR E LTSU Given UV E RS Given 4 RV = UV + RU Additive Property of Angle Measure Additive Property of Length All right angles are congruent Angles forming a linear pair sum to 180° Definition of angle bisector Dofinitionn of sauil-taral trisnala SU = RS + RU RV = RS + RU SU = RV AQRV E ATUS

Complete the proof that AQRV ATUS. R. V Statement Reason ZQRV E ZSUT Given ZQVR E LTSU Given UV E RS Given 4 RV = UV + RU Additive Property of Angle Measure Additive Property of Length All right angles are congruent Angles forming a linear pair sum to 180° Definition of angle bisector Dofinitionn of sauil-taral trisnala SU = RS + RU RV = RS + RU SU = RV AQRV E ATUS

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

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

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

Chapter1: Line And Angle Relationships

Section1.4: Relationships: Perpendicular Lines

Problem 25E: Prove the Extended Angle Addition Property by using the Drawing, the Given, and the Prove that...

See similar textbooks

Similar questions

Prove the Extended Angle Addition Property by using the Drawing, the Given, and the Prove that follow. Given: TSW with SU and SV Prove: mTSW=mTSU+mUSV+mVSW
a If mAB=88, then mACB=____________. b If mAB=92 and C is the midpoint of major are ACB, then mAC=_____________.
In O, chord AB chord CD. Radius OE is perpendicular to AB and CD at points M and N, respectively. If OE=13, AB=24, and CD=10, then the distance from O to CD is greater than the distance from O to AB. Determine how much farther chord CD is from center O than chord AB is from center O; that is, find MN.
Given that NP bisects MNQ, state a conclusion involving mMNP and mPNQ.
Write two-column proofs for Review Exercises 39 to 46. Given: KFFH JHF is a right Prove: KFHJHF
Given: RW bisects SRU Prove: RSRU TRUVRS HINT: First show that RSWRUW.
In Exercise 1 and 2, supply reasons. Given: AB intersects CD at O so that 1 is a right Use the figure following Exercise 1. Prove: 2 and 3 are complementary. PROOF Statements Reasons 1. AB intersects CD at O. 1. ? 2. AOB is a straight , so mAOB=180 2. ? 3. m1+mCOB=mAOB 3. ? 4. m1+mCOB=180 4. ? 5. 1 is a right angle 5. ? 6. m1=90 6. ? 7. 90+mCOB=180 7. ? 8. mCOB=90 8. ? 9. m2+m3=mCOB 9. ? 10. m2+m3=90 10. ? 11. 2 and 3 are complementary 11. ?
Consider regular pentagon RSTVQ not shown. Given that diagonals QT and VR intersect at point F, show that VFFR=TFFQ.
In ABC, M is the midpoint of AB and N is the midpoint of AC. If MN= 3x-11 and BC= 4x24, find the value of x._
Given: B is the midpoint of AC BDAC Prove: ADC is isosceles
Given that mAB=106 and mDC=32, find: a m1 b m2
Use Exercise 33 and the following drawing to complete the proof of this theorem: The length of the median of a trapezoid is one-half the sum of the lengths of the two bases. Given: Trapezoid ABCD with median MN Prove: MN=12(AB+CD) 33. Use Theorem 5.6.1 and the drawing to complete the proof of this theorem: If a line is parallel to one side of a triangle and passes through the midpoint of a second side, then it will pass through the midpoint of the third side. Given: RST with M the midpoint of RS;MNST Prove: N is the midpoint of RT