Jordan said that the reason for #2was Alternate Interior Angles, whichis incorrect. Why can it not beAlternate Interior Angles? VWhat isthe correct answer?UW || RT. Complete the proof that ZQST = LUVX.RStatementReason1UW I RTGiven2ZUVX ZRSV3ZRSV = ZQSTVertical Angle TheoremZQST E ZUVXTransitive Property of Congruence

Answered: Image /qna-images/answer/085ec967-c721-4d04-9e3b-0f1f7ca368a1.jpg

Answered: Jordan said that the reason for #2 was…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

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

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

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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PR bisects 2QPS and ZQRS. Complete the proof that APRS = APRQ. R Statement Reason 1. PR bisects ZQPS Given PR bisects 2QRS Given ZQPR E LRPS 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 ZPRQ E ZPRS PR PR APRS E APRQ 2. 3. 4,
Suppose that aopQ is isosceles with base og. Suppose also that mz0= (3x+ 20)° and mz P=(4x+40)°. Find the degree measure of each angle in the triangle. P (4x + 40)° m z P %3D (3x + 20)°
NQ NQ is true because of: N. O Transitive property O Reflexive property O Parallel Property of the Knights of the Round Table O Vertical angles
Suppose that AJKL is isosceles with base LK. Suppose also that mz L= (5x- 17)° and mz K=(2x+22)°. %3D Find the degree measure of each angle in the triangle. (Sx - 17). (2x + 22)° m 2J m K = J O O
ZRQT is a straight angle. What are mZRQS and mZTQS? (10x+7)° (Ix+3)° m/RQSD MZTQS = Enter your answer in each of the answer boxes. 2 Type here to search
Casey used the diagram to prove LDEH LFEG. In the diagram, DG intersects HF at point E. Linear 1f two ines fom alineer paine//en preis : aat menine A the ogles mesne 120 Complete Casey's proof by placing the correct reason that justifies each of the statements into the proof. Statement Reason Linear Pair Theorem tinerr prir theorern. Slebstitotan perty SubsTrachon ::: MZDEH + MZDEF 180° MZDEF + nLFEG = 180 Reflexive Property Subtraction Property of Equality MŁDEH + m
Q:: In V, (R) itu=(リ-小リー),v= (-2,21-2,2) Find il Oull and l vl) ji the angle e between u and v- riÿ Verify Cauchy-Schwarz, triangle inequalities.
Theorem: The sum of the measure of the angles of any triangle is 180°. Proof: Given: The top line (that touches the top of the triangle) is parallel to the base of the triangle. Prove: mz1 + m3 + m2 = 180° 4 1 2 A Statements Reason 1. m24 = m/1 1. 2. m25 = mz2 2. 3. 3. Three angles form one side of the straight line |4. 4. mz1+ mz3 + m2 = 180°

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