In the figure given below, RU SV and RU TW. Match the reasons glven In the first column with their corresponding statements Inorder to prove SV | TW.RScP.WGivenDRAG & DROP THE ANSWERCorresponding angles are congruentSV | TW29 LEFT<>NEXTUs Oacer ISNO.GivenDRAG & DROP THE ANSWERCorresponding angles are congruentSV || TWTransitive property of congruenceZRNQ = ZSOQ, ZRNQ ZTPQConverse of corresponding anglesRU SV, RU || TWpostulateZSOQ ZTPQ8.10NEXT29 LEFTUS 29:26acer9.

Answered: Image /qna-images/answer/103dad45-6adf-46b7-8385-e02eb729d6d8.jpg

In the figure glven below, RU || SV and RU || TW. Match the reasons glven In the first column with their corresponding staterments In order to prove SV || TW. Re T To M W Given DRAG & DROP THE ANSWER Corresponding angles are congruent SV | TW

In the figure glven below, RU || SV and RU || TW. Match the reasons glven In the first column with their corresponding staterments In order to prove SV || TW. Re T To M W Given DRAG & DROP THE ANSWER Corresponding angles are congruent SV | TW

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter6: Ratio, Proportion, And Probability

Section: Chapter Questions

Problem 4CST

See similar textbooks

Related questions

Q: (a) find a parametrization of the path C, and (b) evaluate (r? + y?) ds.

A: Here we have to find the Parameterization of path C, Counterclockwise around the circle x2+y2=1 from…

Q: What additional information would you need to prove ATRO AOMT by the HL theorem? A TR TM B OTM TOR C…

A: If the hypotenuse and the leg of the triangle are congruent to the hypotenuse and leg of another…

Q: 4. D and E are any two points on the sides AB and AC respectively of the triangle ABC. DG drWn…

A: Given: D and E are any two points on the sides AB and AC respectively of the triangle ABC. DG drawn…

Q: a) What veetor is obtained V = is rodated condercbck wise obou} the 2 origin oy an angle ofF Fo Cove…

Q: Find the curvature. k(t) = r(t) = 7ti + 5sin tj + 5 cos tk

A: Curvature of the curve

Q: If two loads are applied to a cantilever beam as shown in the accompanying drawing, the bending…

A: Given information: Given that the random variables X1 and X2 are independent random variables with…

Q: If C is a closed contour |z| =r and n #1, then a. 2 O b.0 OC. 2ri Od. None of the above Sed C z" dz…

A: We have to find the value of ∫Czn dz where n≠1 and C is a closed contour z=r

Q: Given a force F that has magnitude of 240 N. Kind the angles Ox, Oy. Oz that define the đirection of…

A: From the given figure it is clear that the force start from (0,0,0) and when extended it passes…

Q: AABC has inradius r, altitudes of length ha, hb, hc, and exradii ra, b, c. 1 1 1 + r (a) Prove that…

Q: A. Complete the two-column proof of the Pythagorean theorem by providing the reasons. M V. K. Given:…

Q: GIVEN: S = XH, SR I RW, HWI RW, ST = HT. PROVE: T is the midpoint of RW. T

Q: AB DC AB = DC C is the midpoint of BE AC | DE Given: Prove: A D E

A: Given, AB∥DCAB≅DC C is the midpoint of BE

Q: Let NR be a disc with centrum in origo and radius, R. 1 Assume that, J(x, y) x² + y? < R². 1+x2 + y²…

A: ΩR be a disk with centrum in origo and with radius, R. Assume that, Jx,y=11+x2+y2,x2+y2≤R2. Then we…

Q: WY bisects ZXWZ and ZXYZ. Complete the proof that AWXY E AWZY. Y. W

A: Given that WY bisects ∠XWZ and ∠XYZ. We know that when a line bisects an angle, it means it divide…

Q: Given the funchisns fyl= 3y-y cnd 8y)=-y; 9. Sketch the frunckons cnd label then nteuseckon points

A: Hello. Since your question has multiple sub-parts, we will solve first three sub-parts for you. If…

Q: 20. Given: PQ = RQ, PS = RS Prove: QS bisects ZPQR. R

Q: Which sequence of rigid motions will definitely work to take triangle GHJ U H. Rotate GHJ using…

Q: Match the following statement given in the first column to their approprlate reason by considering…

A: Given figure is of two parallel lines SU↔ & VX↔ intercepted by transversal line RY↔ in T &…

Q: 28. Given: WX ZY and Zs Z and Y are supplementary WXYZ is a parallelogram Prove: ZRYS RVST

Q: The curvature of y=x? is: None .a 1 (1+4x)/2 .b O (1-4x2)2 .cO -1 (1+4x)2 .d o «17 jo 4 Jiull uo…

A: In this question we have to find the curvature of the given function which we can find out by using…

Q: Integrate counterclockwise around the circle |z – 6i| = 3. z(z – li)? - NOTE: Enter the exact…

Q: F. 2. Given: FG || EH , FG = EH Prove: EFGHİS a parallelogram E

Q: Which theorem can you use to prove that GHJ and GKJ are congruent? 8 G J K O A. ASA B. SAS C. SSS D.…

A: The HL Postulate states that if the hypotenuse and leg of one right triangle are congruent to the…

Q: Given: UR || ST, ZR and ZT are right angles Prove: ARSU = ATUS U T R S

Q: 2. Given: AB = AD; AACB and AACD are right triangles. Prove: AACB = AACD A B. D. 3. Given: KM 1 JL…

Q: Use the given information to prove that PORQ. 10 P R S Given: Qs I PR Os bisects PR Prove: PORQ Send…

Q: Given: AKLM, KL = LM, A E KM , BE KM, AK= BM Prove: ΔΑKL ΔBML, AALB is isosceles L M A B mZAKL=mZ by…

Q: Part 1 of 3 Complete the proof. Given: RS UT, RT US Prove: ARST AUTS M W V ..... Statements Reasons…

Q: ) Let Ã = psin(4)u, + p² Ug %3D Evaluate $ Ã. dl given that L is the contour of the following…

A: Given, A→=ρsinϕup→+ρ2uϕ→ The given diagram can be drawn as,

Q: Let v=i+6j and w=i+3j. Find an exact number c so that w−cv is perpendicular to v.

A: The given vectors are v = i + 6j w = i + 3j

Q: Let ā = mi – j+ k, b = 2i + 2j + 3k, and č = -4i +j+ nk represent the sides of a parallelepiped…

Q: What additional information would you need to prove ATRO AOMT by the HL theorem? TM OR TR TM C LOTM…

Q: In ARST. U lies on TS with TU:US = TM intersects RS in V. Find the ratio RV:RS. 2:3. M is the…

A: Given that, U lies on TS with TU:US=2:3. That is, if TU=2x, then US=3x. Also, TM intersect RS in V.…

Q: Show that, C : |z| = 3, |S, z3 – z?-3 c z4– z2+4 dz|s 117 TT 34 5. Evaluate 9. zt; sin 3z dz, where…

A: The given problem is to show the absolute value of the contour integral over given region and…

Q: Triangles PQR and STU are shown below. R S A Which additional fact is needed to prove APQR ≈ ASTU,…

Q: O is the centre. EO = /3 . OF = 2 and OE I DF. Calculate the length of DE. (b) %3D F. E V3 2]

A: From the given problem: EO=3 ;OF=2 OE⊥DF. As we know that perpendicular from the center of the…

Q: 20. GIVEN: KG = JG, JR 1 KG, KL 1 JG R is the midpoint of KG, L is the midpoint of JG. R PROVE: AKOR…

A: Proving using ASA congruence rule.

Q: 10. (~Ch16 Review #17) Use Green's Theorem to evaluate | x?y dx – xy? dy where Cis ,2 the circle x2…

Q: a. If r(t) = (at,bt,ct) with (a,b.c) (0,0,0), show that the angle between r and r' is constant for…

Q: 3.4. For the standard coordinates uj = 0, u2 = Y on the sphere of radius a, compute the first…

A: Given: The standard coordinates u1=θ and u2=φ on the sphere of radius a. To compute: The first…

Q: When two resistors having resistance R, ohms and R, ohms are connected in parallel, R,R, R, +R,…

A: Given: R=R1R2R1+R2 We know that for finding partial derivative of given function with respect to R1,…

Q: 3. In kite WXYZ, WX =YX =25 WZ=YZ=39, and WY = 30. Sketch this kite, and then determine the length…

A: topic - Pythagoras theorem

Q: 12.The temperature at each boint of a metel plate i given by the functien %3D :) In What disection…

A: The temperature function is given by Tx,y=excosy+eycosx the Temperature rise will be given by…

Q: IV. Let s=2j+2k and t=2i+2j+hk. Find h such that the angle between s and t is Find the area of the…

Q: If the angle at which the radius vector cuts the √√²-a² 2 1 a curve 0 = COS be o, then a r cos o…

Q: Given the bases B = {u,,u2} and B'= {u'1, u'2} for R, where and u'1= The t ransition mat rix Pa-B…

Q: A field is in the form of a regular pentagon. The direction of the bounding sides was surveyed with…

A: As assumed meridian is north to true north: True Bearing of AB=N(40°57'-6°0')W…

Q: What part is needed to prove the triangels are congruent by SAS? К С L. Your answer: ZK= ZC ZL= ZB…

A: Given:

Q: XE 2 Then 9 is, H-w Diso Disc 9:21 2 such That goo =zX, Sprove That. %3D 7. ctute

A: g:Z→Z such thatg(x)=2x For proving one-one/injective Let x1,x2∈Zg(x1)=g(x2)⇔2x1=2x2⇔x1=x2 So, g is…

Q: Use Gauss's D.T. to evaluate SSA.ds where Ã=x'i+y°§+7f qud S is the , surdace of the sphere x+j+z²=…

Question

In the figure given below, RU SV and RU TW. Match the reasons glven In the first column with their corresponding statements In
order to prove SV | TW.
R
Sc
P.
W
Given
DRAG & DROP THE ANSWER
Corresponding angles are congruent
SV | TW
29 LEFT
<>
NEXT
Us O
acer

IS
N
O.
Given
DRAG & DROP THE ANSWER
Corresponding angles are congruent
SV || TW
Transitive property of congruence
ZRNQ = ZSOQ, ZRNQ ZTPQ
Converse of corresponding angles
RU SV, RU || TW
postulate
ZSOQ ZTPQ
8.
10
NEXT
29 LEFT
US 2
9:26
acer
9.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

$Basics (types, similarity, etc)$

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, geometry and related others by exploring similar questions and additional content below.

Similar questions

Which of the following statements would you prove by the indirect method? a In triangle ABC, if mAmB, then ACBC. b If alternate exterior 1 alternate exterior 8, then l is not parallel to m. c If (x+2)(x3)=0, then x=2orx=3. d If two sides of a triangle are congruent, the two angles opposite these sides are also congruent. e The perpendicular bisector of a line segment is unique.
Which of the following statements would you prove by the indirect method? a If ACAB in ABC, then mBmC. b If AC=AB in ABC, then mB=mC. c If RSTV is not a square, then RSST. d An angle has exactly one bisector.
a If mAB=88, then mACB=____________. b If mAB=92 and C is the midpoint of major are ACB, then mAC=_____________.
Complete the proof of the following theorem: In a kite, one pair of opposite angles are congruent. Given: Kite ABCD; ABADandBCDC Prove: BD PROOF Statements Reasons 1_________ 2. Draw AC 3.__________ 4. ACDACB 5.__________ 1.______________ 2. Through two points, there is exactly one line. 3. Identity 4.____________ 5._________________
A carpenter has placed a square over an angle in such a manner that ABAC and BDCD. In the drawing, what can you conclude about the location of point D?
RSTV is a kite, with RSST and RVVT. If mSTV=40, how large is the angle formed a by the bisectors of RST and STV? b by the bisectors of SRV and RST?
Given: l1l2l3,AB=5,BC=x,DE=x2,EF=7 Find: x,BC,DE
Given: l1l2l3,AB=4,BC=5,DE=x,EF=12x Find: x,DE,EF
HA hypotenuse-angle is also a valid method for proving that two right triangles are congruent a Given that AD and ABDE in the right triangles shown, can HA be used to verify that ABCDEF? b Name another method SSS, SAS. etc. that can be used to verify that these triangles are congruent.
Given that mAB=106 and mDC=32, find: a m1 b m2
Given the line AC and ray BD, suppose that BE bisects ABD and that BF bisects DBC. What type of angle is EBF?
Complete an analytic proof of the following theorem: In a triangle that has sides of lengths a,b, and c, if c2=a2+b2, then the triangle is a right triangle.