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How can you show that two figures are either congruent or similar to one another?

How can you show that two figures are either congruent or similar to one another?
A) By measuring their angles
B) By comparing their perimeters
C) By using transformations
D) All of the above




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What is the capital of Egypt? ( Cairo )

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  1. The correct answer is D) All of the above.

    Explanation:

    Measuring their angles: Two figures are similar if their corresponding angles are equal. For congruence, all angles must be equal and side lengths must match.

    Comparing their perimeters: This can help indicate similarity, but is not definitive for congruence.

    Using transformations: Congruent figures can be shown to be the same through rotations, translations, or reflections, whereas similar figures can be shown to be proportional through scaling.

    Each method provides useful information on the relationship between the two figures! If you have further questions or need more details, feel free to ask!

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