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Name___ Class___ Date___Lesson 51Midsegments of TrianglesLesson Objective 1 Use properties of midsegments to solve problemsNAEP 2005 Strand: Geometry Topics: Relationships Among Geometric Figures
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How to fill out proving triangles congruent

01
Identify the given information about the triangles.
02
Determine if the triangles have enough information to prove congruence.
03
Use one of the triangle congruence postulates (SSS, SAS, ASA, AAS, HL) to prove the triangles congruent.
04
Make sure to list the corresponding parts of the triangles that are congruent.
05
Write a conclusion statement stating that the triangles are proved to be congruent.

Who needs proving triangles congruent?

01
Students studying geometry and trigonometry.
02
Professionals working in fields such as architecture or engineering where understanding triangle properties is important.
03
Anyone trying to solve geometric problems involving triangles.
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Proving triangles congruent is the process of showing that two triangles are the same shape and size.
Students in geometry or math classes are typically required to prove triangles congruent.
Proving triangles congruent involves using mathematical theorems and postulates to demonstrate that the corresponding sides and angles of two triangles are equal.
The purpose of proving triangles congruent is to establish relationships between triangles and solve for unknown angles or sides.
Information such as the given side lengths, angles, and any marks indicating congruency must be reported on proving triangles congruent.
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