Identify the congruence statement that proves both triangles below to be congruent.

Q: Find all primitive Pythagorean triples of the form (60; y; z).

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Q: In the construction below, line segment ED is the perpendicular bisector of line segment AB. All…

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Q: P ||| R S ||| T

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Q: Alicia wants to use the picture below to prove that it is possible to cut Parallelogram ABDC into…

A: Option A IS CORRECT.

Q: Which of the following theorems could be used to prove the two triangle are congruent? D E %3 C O…

A: Two shapes that are of the same size and the same shape are congruent Two triangles are said to…

Q: there is no /BAC LEDF, AB DE, and BC EF, but AC DF.

A: Given that: The Two triangle △ABC and △ DEF. Where ∠BAC ≅ ∠EDF , AB¯ ≅ DE¯ , and BC¯ ≅ EF¯ , but AC¯…

Q: Show that there is no “AAA" congruence theorem by sketching two triangles AABC and ADEF where ZBAC =…

A: Given: We have two triangles which are∆ABC and ∆DEF, Where, ∠BAC≅∠EDF,∠ABC≅∠DEF,∠ACB≅∠DFE

Q: Trisha wants to create the perpindicular biesector of line segment AB. She places her compass on…

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Q: decide whether enough information is given to prove that the triangles are congruent using the SAS…

A: The equal sides and equal angles of two triangles are shown in diagram above.

Q: Which of the following are reasons that justify why the triangles are congruent? Select all that…

A: The two triangle is said to be congruent of they have

Q: AB²+ AC² = 2(AO² + BO²) e O is the middle point of BC.

A: Part A

Q: 2. Given A2 and 3D are perpendicular bisectors Prove All B (Hinc Prove a pair of triangles…

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Q: For this question, assume the Parallel Postulate P-1 (a) State the Pythagorean Theorem carefully.…

A: The longest side of the triangle is called the "hypotenuse", so the formal definition is In a right…

Q: 14 In the figure, AD BC, CB = CD, LABD 63,LADC =78 and 2CBD=x. a Find x. & Determine whether ABCD is…

A: We will solve the following.