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Here is an angle. Show or describe a rigid transformation (or sequence of transformations) that can create...

Here is an angle.
Show or describe a rigid transformation (or sequence of transformations) that can create a vertical angle.
How does your transformation prove that the angle and its vertical angles are congruent?

Answer

Show or describe a rigid transformation (or sequence of transformations) that can create a vertical angle.

To create a vertical angle, you can perform a 180-degree rotation around the vertex of the given angle. This will result in a pair of vertical angles.

How does your transformation prove that the angle and its vertical angles are congruent?

By performing a 180-degree rotation, the original angle and the newly created vertical angle are congruent because rotations are rigid transformations that preserve angle measures.

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