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* Mark all the congruent corresponding parts of the two triangles

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* Find each value

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Step 1: Analyze the triangles and identify the shortcut.
Step 2: Fill in the information needed to make the shortcut true.
Step 3: Name 2 sides that are congruent into each other.

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* Identify the congruent corresponding parts.

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State the additional information.

ASA

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Congruent Triangles in the Coordinate Plane.

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Congruent Triangles in the Coordinate Plane.

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In order to figure out if a Triangle is congruent, you'd have to use either the Distance Formula, Slopes of Perpendicular Lines, or the Pythagorean Theorem.

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This requires you to state what additional information is required in order to know that the triangles are congruent for the reason given.

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5-1 Exploring What Make Triangles Congruent

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5-1 Exploring What Make Triangles Congruent

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How triangles are        congruent.