Given: AB BC, LA 2C and BD bisects ZABC. Prove: AABD= ACBD.

Q: In AABC, D is the midpoint of BC. If the sides AB, BC, and CA have lengths 4,8, and 6, respectively,…

A:

Q: 27. If AD= 8x + 6 and CB= 5x + 30, find AD. A a) 66 b) 8 c) 40 d) 70 B D

A: If AD=8x+6 and CB=5x+30, then to find AD.

Q: Points A, B, C, and D are collinear and positioned in that order. Find the length indicated. 8) Find…

A:

Q: Find

A: The triangle is given as, To find the congruency of triangle by using test.

Q: Given: AB BC CD DA, LA, LB, LC, and ZD are right angles Prove: AABC = ACDA

A: We have to prove that ∆ABC≅∆CDA

Q: 16. Given AABC and ADEF below. Student A says the two triangles are congruent, and Student B says…

A: Given triangles:-

Q: Evaluate: a) O 87 3 b) 4T c) 0 2T d) O 16T 3 e) 8T TIT 0 0 rdz dr de

A: Solution :∫0π∫02∫0r2rdzdrdθ∫0π∫02r∫0r2dzdrdθ∫0π∫02rz0r2drdθ∫0π∫02r3drdθ∫0π∫02r3drdθ∫0πr4402dθ∫0π4dθ

Q: In the figure, AD FD and CD GD. Which triangle congruence theorem or postulate shows that AACD AFGD?…

A: Consider the given diagram, it is given that the sides AD≅FD and CD≅GD. the angles ∠ADC=∠FDG since…

Q: 9. s V. Congruence Reason

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Q: Use the image to answer the questions. a. Which theorem/postulate can be used to prove AGME A FME?…

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Q: Puoor Statement Reasuns 1, AC BC Median CD of AABC 1. 2. Dis the midpoint of AB. 2. 3. Definition of…

A: We have to prove that CD is perpendicular bisector of AB.

Q: C GIVEN: AC = BC, AD = BD, AEC, and BDE. PROVE: a XCAD = 4CBD. E b AD> DE. B

A: Given triangle ABC, Inside triangle there is another triangle ADB. Given AC = BC, AD = BD, AEC = BDE…

Q: 25) In rectangle ABCD, E and F are the midpoints of DC and AD respectively. If area of the shaded…

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Q: EB so as to form a quadrilateral EBCD. Prove that a² + b² = c² by relating the area of the…

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Q: Given the coordinates A(6, –3) and B(4, –5), find the length of AB, a) 2/2 b) 2 c) 3/2 d) 4 e) 5/2

A: Given  A(6,-3) and B(4,-5) Length of AB is given by  Length = √((x2-x1)2+(y2-y1)2)

Q: GIVEN: AD is angle bisector of ZBAC AB AC PROVE: BD = DC B D C

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Q: ABC is an equilateral triangle with sides and angles congruent. AD and BE are medians, prove that…

A: To prove that medians AD and BE in an equilateral triangle ABC are congruent, follow these steps:…

Q: If ad bisects triangle abc What theorem is being used

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Q: GIVEN: AB = AD, EA bisects DAB. PROVE: ABCE = ADCE.

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Q: In AXYZ, ZXYZ is trisected by YW and YV. With angle measures as shown, find mZZ. 63 95 V

A: Given: In ∆XYZ, ∠XYZ is trisected by YW and YV. m∠YXV=63° and m∠YWV=95° as shown in the figure.…

Q: 26 A a) Identify the segment bisector of AB. b) Find AB.

A:

Q: 3. Given: ZB and ZD are right angles. E AE bisects BD Prove: AABC = AEDC B А

A: To prove that ∆ABC≈∆EDC

Q: 5. If AB bisects ZCAF, and mZEAF = 66°, then the MZBAF =

A: Given,          AB¯ bisects ∠CAF , and ∠EAF=66°

Q: Quadrilateral ABCD with BA I AD and BC 1 DC Zs B and D are Given: A Prove: supplementary

A: Two angles are said to supplementary if their sum is equal to 180∘. Given that, In quadrilateral…