State the parts that are needed to prove that the 2 triangles are congruent by the given method. Given: W is the midpoint of RP W is the midpoint of XY Prove: AWXR =AWYP by SSS Y P

Q: Given Circle 0, AB is congruent to CD, OF = 4x +9, OE = 29. Solve for x.

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Q: 9. If ON bisects ZPQR and N is the midpoint of PR classify each triangle by its angles and sides. а.…

A: Consider the given figure. QN¯ bisects ∠PQR and N is the midpoint of PR¯. a. Consider the triangle…

Q: The perpendicular bisector of the sides of AABCintersect at X. If the distance from B to X is 2/15,…

A: We have to find

Q: What additional information is needed in order to prove that the triangles are congruent by the ASA…

A: The Angle – Angle – Side rule (AAS) states that two triangles are congruent if their corresponding…

Q: For numbers 6 to 8, refer to the figure at the right. 6. Which are corresponding parts of the…

A: According to Bartleby guidelines we will only solve first three question for you. Kindly repost…

Q: For 3 and 4, D is the midpoint of ACand E is the midpoint of BC 3. If AC=17, find DE. 4. If BE=4,…

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Q: W. AY Z. V WZ Given that VZ select the postulate or theorem that you can use to conclude that the =…

A: Here we show that two triangle are similar.

Q: Find a formula for the area of the triangle whose vertices are 0, v, , and v2 in R?. Choose the…

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Q: The tomahawk-shaped instrument shown in the accompanying gure can be used to solve the trisection…

A: GivenPQ=QR=RS∴QP & QR are radius of the semicircle PTROB is tangent to semicircle PTR at T&…

Q: |Consider the figures below. 2у - 3 y+ 5 (бу - 5) (4y + 11) Find the value of y in order to prove…

A: according to ASA congruence, both angle will be equal hence 6y-5=4y+11 in another way we can also…

Q: Use similar triangles to find the coordinates of the point Q that divides the segment from P1(x1,…

A: Given:

Q: 61° F H. 61° Determine if the triangles are similar or not. SSS - AA - SAS - Not ~

A: Here we determine the triangle similarities.

Q: 9. Given: E is the midpoint of AB and CD Prove: Δ4ΕC ΔΒED

A: In the given figure - E is the mid point of AB and CD. Then,AE = BECE = DE

Q: If any Point o inside eR ouside a tetrahedron ABCD is Joined to the Vertices and AO BO, Co ,DO are…

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Q: Given Circle 0, AB is congruent to CD, OF = 4x +9, OE = 29. Solve for x. F.

A: Two chords of equal length have an equal distance from the center.

Q: What additional information is needed in order to prove that the triangles are congruent by the AAS…

A: We have to check

Q: In the diagram below of triangle GHJ,K is a midpoint of GH and L is a midpoint of H J. If KL = 7x –…

A: Given : K is the midpoint of GH and  L is the midpoint of HJ. KL = 7x-28GJ = 34-x

Q: Let ABC be a right triangle and H be the foot of the altitude relative to the hypotenuse BC. Let…

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Q: For the trapezoid ABCD, E denotes the midpoint of BC. Try to prove that the area of the triangle AED…

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Q: Q.5 A b H. a B. Use Pythagoras Theorem on triangles ACH and BCH where, AAC = 90°. %3D Prove that a2…

A: Given  The triangle ACH and BCH are right angle triangle .

Q: In AGHI, Gl is extended through point I to point J, mZIGH = (x + 16)°, mZHIJ = (4x – 12)°, anc m/GHI…

A: The explanation of the solution as follows:

Q: Bella is planning a proof for the Isosceles Triangle Theorem using the following inlormation…

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Q: If any point D is taken on the base BC of an isosceles triangle ABC and DEF is drawn perpendicular…

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Q: In a triangle XYZ, which is right angled at Y, find the side length of YZ, if XY = 5 cm and zC = 30°…

A: Given: XY=5 cm ∠C=30°

Q: Determine the congruence information that s needed to show that the two triangles are congruent by…

A: Given data: The length of the side AR=MS. The length of the side AM=RS. ∠A=∠S=90∘

Q: In parallelogram PQRS, OP is extended to point T and ST is drawn. R T If ST = SP and mz R = 130°,…

A: In a parallelogram opposite angles are equal. Also the sum of angles in a triangle add to 180°. When…

Q: Given: PQRS is an isosceles trapezoid SX ≅ RY,  SX 丄 PQ,  RY 丄 PQ, SR ||PQ Prove: ∆PSX ≅ ∆QRY

A: Solve the following problem as shown.

Q: YZ is the base of an isosceles triangle; XA || YZ Z1 = 2 Given: Prove: A 2

A: Given: YZ is the base of an isosceles triangle XYZ. YZ is parallel to XA as shown in the given…

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: Find the value of x that would prove this is an isosceles trapezoid. Then find each segment length.…

A: x=8.   the explanation is given in below step

Q: In the proof below, one of the statements is XW = YZ. What is the reason for this statement? Given:…

A: The given data is: ∆XWZ≅∆XYZ, and ∆WZY≅∆WXY To prove: Quadrilateral XYZW is a parallelogram.

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: Given the triangles at the right, which of the following can you conclude are true?

A: In triangle DEF,DE = DF = 8 cmThen,∠E = ∠F                     Angle opposite to equal sides are…

Q: Find the value of x and give the name of the property that proves the quadrilateral is a…

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Q: A Q 17. Which pair of triangles cannot be proven congruent using the HL theorem? K M L U T S

A: Hypteneous Leg theorem(HL- Theorem) says If the hypotenuse and one leg of a right triangle are…

Q: Which pair of triangles can be proven similar by the SAS- Theorem? AY A P 12 X 15 20 12 R. M A 16

A: Our objective is to find similar Triangles.

Q: Let a and b be lengths of legs and let c be the length of the hypotenuse of a right triangle. Prove…

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Q: For what values of x and y are the triangles to the right congruent by HL? x+2 4y у+4 ..... and y=…

A: Given query is to find the value of x and so that triangles are congruent by HL.

Q: iven: Wz YZ WY I XZ 8. Are the two triangles congruent? YES, by the. rule NO, because... Y W

A: Two figure are congruent if it have same size and shape. A perpendicular bisector is a line which…

Q: In the figure below, QR SR and PR TR. R T. Based only on the given information, which theorem could…

A: Given:

Q: Find the measure (in degrees, not equal to the given measúre) of the least positive angle that is…

A: The least positive measure of coterminal with 78° is 360° - 78° = 282°

Q: Find a positive angle less than 2T that is coterminal with the given angle. 19T 6. CO

A: 19π6

Q: Given: D is the midpoint of ac, Ed is congruent to Fd and angle ADE is congruent to CDF prove EB is…

A: Given: D is the midpoint of ac, Ed is congruent to Fd and angle ADE is congruent to CDF prove EB is…

Q: Use the side-splitter theorem to solve for æ in the triangle below. 6 8 27 Answer: Submit Answer…

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Q: Given: Diagram as shown ZPRS ZSRQ PS -6 sQ-8 PR 15 Find: QR (Justify your work.)

A: According to the Angle Bisector Theorem, an angle bisector of a triangle will split the opposite…

Q: The ray PQ is an angle bisector of ZRQS.If ZPQS is 11.5 degrees, find mRQS If the solution is not an…

A: Topic:- basic maths and angle bisector

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

A: Given that TSRQ is an isosceles trapezoid Properties of isosceles trapezoid both pair of base…

Q: Iskra is a structural engineer, designing a tri-bearing truss for the roof of a new building. She…

A: We are given the following information. So, we have FM≅FI, FR is common, and ∠MFR=∠IFR by the…

Q: In the diagram below of trapezoid RSUT, RS || TU, X is the midpoint of RT , and V is the midpoint of…

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Q: In the diagram below of triangle J KL, M is a midpoint of JK and N is a midpoint of KL. If mZNMK =…

A: From given data ,on solving we get