1. Given: Parallelogram ABCD Prove: ACAB = ABCA A Statement Reason

Q: Points J,K and L are distinct points and JK=KL. Which statement must be true

A: Given  Points J,K and L are distinct points.  JK=KL

Q: Given: AABC is an isosceles triangle where AB BC. Prove: m&BAC-m&BCA D C

A: To prove that angle BAC= angle BCA

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

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Q: AJKL is a right triangle So KL is perpendicular t Therefore, by Theore

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Q: in standard position, and the unit circle. The value of b can be written in t are whole numbers. ues…

A: we will find the required.

Q: 5. What information is needed to prove the 2 triangles congruent by SAS? BL C D. OLBAD= ZCDA O ZBACE…

A: In triangle ABC and ∆ACD , BC = CD AC is common. To apply SAS criterion we need angleACB and…

Q: How is the inscribed angle theorem used in the first step to prove that opposite angles of a…

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Q: For what numbers c are 4ci – 3j and 5ci + 2j a) parallel? b) orthogonal?

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Q: 104 104 30 B. 46

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Q: KM and NP are parallel lines. K Which angles are corresponding angles? ZMLO and ZKU ZMLO and ZPOQ…

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Q: D is the midpoint of AC, BA ≅BC and ∠EAD ≅ ∠FDC. Prove ΔAED ≅ ΔCFD

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

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Q: Find the coordinate of the Circumcenter of the triangle below.  (-5,-3), (0,6), and (3,5) on a graph

A: The figure

Q: Prove that quadrilateral EFGH is a parallelogram

A: Step 1: **Given Information : *** The parallelogram we have is UVWX. The midpoints of each of the…