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Name Class Date Congruence and Triangles32 COMMON Nonessential question:What can you conclude about two triangles that are congruent? CC.912. G.CO.7 When you know that two triangles are congruent,
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How to fill out corresponding parts of congruent

01
To fill out the corresponding parts of congruent figures, follow these steps:
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Identify the corresponding parts of the two congruent figures.
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Write down the corresponding parts that you want to fill out.
04
Measure the corresponding parts of one congruent figure.
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Transfer the measurements to the corresponding parts of the other congruent figure.
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Write down the measurements or values of the corresponding parts in the appropriate places.
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Repeat the above steps for all the corresponding parts you want to fill out.
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Double-check your measurements and values to ensure accuracy.
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Fill out the rest of the congruent figure, if needed, using the same process.

Who needs corresponding parts of congruent?

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Corresponding parts of congruent figures are useful for anyone studying or working in fields related to geometry or mathematics.
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They are commonly used in geometry proofs, construction, and analysis of congruent shapes and figures.
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Mathematicians, engineers, architects, and students studying geometry can benefit from understanding and working with corresponding parts of congruent figures.
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Corresponding parts of congruent are angles or sides that are in the same position in congruent figures.
Corresponding parts of congruent typically refer to information that must be included in geometry proofs or exercises, and are not typically filed with any government agency.
To fill out corresponding parts of congruent, make sure to identify which angles or sides are in the same position in congruent figures, and provide a clear explanation to support your answer.
The purpose of corresponding parts of congruent is to help show that two figures are congruent by identifying the angles or sides that are in the same position in both figures.
The information reported on corresponding parts of congruent includes the angles or sides that are in the same position in congruent figures, along with the reasoning behind why they are considered congruent.
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