Question
180° rotations quick check
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GPT 3.5
A 180° rotation is a transformation that turns a figure halfway around a point. It changes the position of all the points in the figure by flipping it upside down or turning it backwards.
Here are some key properties of a 180° rotation:
1. The shape remains the same size and shape but faces the opposite direction.
2. The order of the points or vertices does not change.
3. The distance between any two points or vertices remains the same.
4. The figure's orientation is reversed.
To perform a 180° rotation, you can follow these steps:
1. Pick a center point around which you want to perform the rotation.
2. Draw lines connecting each point in the figure to the center point.
3. Measure the distance from each point to the center point and extend it by the same distance on the opposite side.
4. Connect the extensions to form the rotated figure.
Remember that a 180° rotation is equivalent to flipping the figure upside down, so the resulting image will be a mirror image of the original figure.
Here are some key properties of a 180° rotation:
1. The shape remains the same size and shape but faces the opposite direction.
2. The order of the points or vertices does not change.
3. The distance between any two points or vertices remains the same.
4. The figure's orientation is reversed.
To perform a 180° rotation, you can follow these steps:
1. Pick a center point around which you want to perform the rotation.
2. Draw lines connecting each point in the figure to the center point.
3. Measure the distance from each point to the center point and extend it by the same distance on the opposite side.
4. Connect the extensions to form the rotated figure.
Remember that a 180° rotation is equivalent to flipping the figure upside down, so the resulting image will be a mirror image of the original figure.
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