Answered: In right ARST (not shown) with right…

In right ARST (not shown) with right ZS, RV bisects ZSRT 6, ST = 6V3, and so that V lies on side ST. If RS = 12, find SV and VT. RT

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

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

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

Chapter8: Areas Of Polygons And Circles

Section8.2: Perimeter And Area Of Polygons

Problem 55E: Each side of square RSTV has length 8. Point W lies on VR- and point Y lies on TS- in such a way to...

See similar textbooks

Related questions

Q: В E F А D

Q: Isosceles ACAR is inscribed in . If mCR=130, find: %3D a. тСARD b. m ACRO C. m ARCO d. mAC = e. mAR…

A: Topic:- geometry

Q: ST=8, WX =5, and the perimeter of ASRT = 15 AWZX ASRT perimeter of AWZX = ?. %3D %3D %3D 72

Q: GIVEN: AB||CD & E BC||DE & C is the midpoint of AE PROVE: ДАВС3 ДСDE

A: According to bartleby guidelines we have to answer only first question please upload the question…

Q: GIVEN: AR bisects FRI, 41 = x2, RFI = &RIF. ΔΑFR Ξ ΔΑIR PROVE:

A: Given figure is: Given that, AR¯ bisects ∠FRI ∠1≅∠2 ∠RFI≅∠RIF We have to prove that, △AFR≅△AIR

Q: If WX is not parallel to UV, what is mZW? W 133° U V mZW =

Q: Apply the theorems you have learned and use the figures to answer the following. 1. In Ox, YZ is a…

A: We use the following results to find the angles mentioned: Result 1 : Sum of angles of a triangle is…

Q: Consider the following figure. W S Given: pentagon RSTVW with mzVRS = mzVSR = 60°, RS = 14/2, and…

A: angle VRS and angle VSR are 60° and side RS = 14√2 units Hence, triangle VRS is an equilateral…

Q: . Given: ZABC is supplementary to ZCBD BÉ bisects ZABC BÉ bisects ZCBD Prove: ZEBF is a right angle…

Q: what is the length of r(t) = (2cost, 2sint) [0, 21] %3D on

A: The solution is given below in the next step:

Q: ABCD, EF AB a+ E, EF bisects Given : Parallelogram CD at F, Prove: EG Y FG bisects A

Q: The diagonals of parallelogram JKLM intersect at Z. Which of the follwoing statements is true? Your…

Q: In AHIJ, ZI ZH, HI = 14 and JH = 15. Find the length ofIJ. %3D

Q: Given a right ALHT with right angle at H, then mLT 30° and LT 18cm, 8. Find LH. %3D а. 9 ст b. 9/3…

Q: Given: QR bisects ZEQW: 221 Prove: ER RW

Q: to Aind the aren of the regron Vbe a lire megral R.

A: Given, y=2x and y=x2

Q: HJKL is an isosceles trapezoid with bases HJ and LK, and median RS. Find RS, if RS = I+ 8 and HJ +…

Q: Given: ARST with mT = 30°, mZS = 60°, and %3D %3D ST = 12 Find: RS and RT

A: By using sine law, we calculate the required values of a triangle.

Q: What information is needed to prove that MN_ is a perpendicular bisector to AB_?

A: Using perpendicular bisector Thereom,

Q: Given: BD 1 AC, BD bisects ZABC Prove: AABD == ACBD A D

A: Definition used - ASA congruence rule - If two angles and included side of one…

Q: A In right AABC with right 2C, AD bisects ZBAC. If AC = 6 and DC = 3, find BD and AB. B C

A: From given, AD bisects angle BAC. By the angle bisector theorem, ABAC=BDDCACDC=ABBD Given that AC=6…

Q: Given: The area of right AABC (not shown) is 40 in?. mZC = 90° АС 3D х %3D Find:

A: Given a right triangle ABC right angled at C. The area of triangle ABC = 40 sq. in. Given two sides…

Q: 5. In the accompanying diagram of AAEB, EB is extended to R and K, and mL3 = mL4 = 135. Triangle AEB…

A: In △AEB, it is given that m∠3=m∠4=135∘

Q: Given: AMNP, PM = 8, %3D mZP= 90°, mZN=58° Find: Perimeter of AMNP

A: We use the formula of the perimeter of the triangle= Sum of all sides.

Q: If HI is not parallel to GJ, what is mZG? 61° H. mZG = %3D Submit

Q: Find the area of the parallelogram that has u = 2i – 2j + k and v =j+ 3k as adjacent sides. NOTE:…

Q: Find the area of the parallelogram that has u = 2i – 2j + k and j+ 3k as adjacent sides. - NOTE:…

Q: b. Given: AE bisects DC ZC = ZD B Prove: AABD EAEBC PE D.

A: we prove it in 2nd part by using ASA identity.

Q: D. D ARST, LT = 99 90°, LS = 22° , TR = 9.7 Find the leng ht of ST %3D %3D

A: “Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: Given: ZR and W are right angles, T bisects SV Prove: V

A: Box 1 Given Box 2 Angle R is congurent to Angle W Box 3 ST= TV

Q: Consider the following figure. R S Given: pentagon RSTVW with M-VRS = m-VSR = 60°, RS = 12/2, and RW…

Q: use implici't differen tiatiom to brind dyldu at the pont (2,2) = 1+y" エ+Scu

Q: ABCD is a trapezium such that DC = 3AB. If L and M are the midpoints of AD and BC respectively, Show…

A: Given data: The bigger length of the trapezium is DC=3AB. The below figure represent the trapezium…

Q: In isosceles trapezoid QRST shown below, QR and TS are bases. R If m2Q = 5x + 3 and mZR = 7x- 15,…

A: Given Isosceles trapezoid QRST Given m∠Q = 5x+3 and m∠R = 7x-15we find m∠T

Q: F. 124 A 64 If AF 1 EF and AF 1 AD, find the measure of each interior angle of the irregular polygon…

A: Given that AF is perpendicular to EF which implies that the value of the interior angle AFE is 90o.…

Q: If DE is not parallel to FG, what is DE? 23 F DE = [ %3D Submit

A: topic - isosceles trapezoid non parallel sides of isosceles trapezoid are equal

Q: A randon veniable is uaiform ly distabutzd over whit is its skew ? t's

A: The pdf of uniform distribution is as follows:

Q: GIVEN: RS 1 SL, RT 1 LT, RS = RT. PROVE: 1. ARLS = ARLT. 2. WL bisects SWT.

Q: ZABC is a right angle BD bisects ABC Given: Prove: mZ1 = 45° 2

A: Given: ∠ABC is a right angle & BD→bisects ∠ABC. To prove: m∠1=45°

Q: Consider the following figure. ARSTVW = W R Given: Find: S pentagon RSTVW with m<VRS = m/VSR = 60°,…

Q: 4. JK, KL, and LJ are all tangent to cirele O JA = 13, AL = 12, and CK =9. Find the perimeter of…

Q: Which triangle congruency theorem would be used to prove AAED ACEB? A D SS SAS ©ASA AAS E HL

A: Here we have to find that in which congruency theorem is used to prove ∆AED ≅ ∆CEB.

Q: In circle T own, m/RCE = 57° and mRE = 141°. Determine mBL. %3D %3D •T R O 27° 0.70.5° O 57° O 84°.…

Q: Given: LA ZD, O is the midpoint of AD Prove: ΔΛΟBΔDOC

A: As per our guideline we are supposed to be answer only one question you can repost other questions…

Q: %3D If PT = 10 cm, WQ=5 cm, and RS = 4 cm, find perimeter of APOR.

A: Given:△PQR is circumscribed about circle C. PT=10 cm, WQ=5 cm, RS=4 cm. The perimeter of a…

Q: the dis fance from Pla.y,z) to the origion o d and fe clis fance from Pto ACo.003) is de .writeian…

Q: GIVEN: BD bisects ZABC DE 1 BÁ and DF 1 BC PROVE: DE = DF E В F C

A: Given: BD bisect ∠ABC, DE⊥BA, DF⊥BC According to given figure in ∆BDE and ∆BDF ∠BED=∠BFD…

Q: Given: AE = CB AB = CD B is the midpoint of ED Prove: AAEB =ACBD Sy E

A: To Determine: prove that ∆AEB≅∆CBD Given: we have two figures in which we have…

Q: An new piece of support material needs to be instalied in the triangular region on the house shown…

A: Given : CD = 60 inches <FCE = 32 EF is the perpendicular bisector of CD. To find FD

Question

In right ARST (not shown) with right ZS, RV bisects ZSRT
6, ST = 6V3, and
so that V lies on side ST. If RS =
12, find SV and VT.
RT

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 1 images

SEE SOLUTION Check out a sample Q&A here

Similar questions

Given: Equiangular RST Prove: RV bisects SRT RVS is a right
In O with diameter AC, OC=5 and AB=6. If M is the midpoint of BC, find AM. _
Given: RST, with XYRT and YZRS Prove: RXXS=ZTRZ
For Exercise 31 and 32, X is the midpoint of VT and Y is the midpoint of TS. See the theorem in Exercise 30. If ARSTV=48cm2, find ARYTX. Exercises 31, 32
Use the boxing method as suggested in Exercise 33, to find the area RST, with R-2,4,S-1,-2,andT6,5. Exercises 33, 34
For compactness, the drop-down wheels of a stretcher or gurney are folded under it as shown. In order for the boards upper surface to be parallel to the ground when the wheels are dropped, what relationship must exist between AB and CD?
Prove by the indirect method: Given: Scalene XYZ in which ZW bisects XZY point W lies on XY. Prove: ZW is not perpendicular to XY
If MNPQ is a rhombus, which formula from this section should be used to calculate its area? Exercise 46
Each side of square RSTV has length 8. Point W lies on VR- and point Y lies on TS- in such a way to form parallelogram VWSY, which has an area of 16units2. Find the length of VW-.
In trapezoid WXYZ with bases ZY and WX, ZY = 12, YX = 10, WZ = 17, and ZD = 8. Find the length of base WX. Exercises 19, 20
In each of the following exercises a diagonal is shown within a rectangular solid a. Compute the true length of diagonal AB. b. Compute CAB. Given: H=0.800 in. L=1.400 in. W=1.000 in. Use this figure for Exercises 11 and 12