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Geometry Triangle Congruence Day 4 Proving CongruenceName___ Date ___WARM UP1. What do the reflexive, symmetric, and transitive properties say?2. What's the definition of (not the formula) of a midpoint?3.
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How to fill out geometry - triangle congruence

01
Identify the congruence criteria to prove triangles are congruent.
02
Use the given information to determine the congruence criteria that apply to the given triangles.
03
Write a statement of congruence that indicates which parts of the triangles are congruent.
04
Use the congruence criteria to show that the corresponding parts of the triangles are congruent.

Who needs geometry - triangle congruence?

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Students studying geometry and trying to understand the properties of triangles.
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Architects and engineers using geometric principles to design structures.
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Mathematicians and researchers exploring the relationships between shapes and angles.
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Geometry - triangle congruence is a mathematical concept that determines when two triangles are congruent, meaning that their corresponding sides and angles are equal in measure.
Geometry - triangle congruence is typically studied by students learning geometry in school.
To fill out geometry - triangle congruence, one must compare the corresponding sides and angles of two triangles to determine if they are congruent using postulates and theorems.
The purpose of geometry - triangle congruence is to establish when two triangles are identical in terms of their shape and size.
On geometry - triangle congruence, one must report the measures of the corresponding sides and angles of the triangles being compared.
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