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Can someone help me with this Which types of symmetry does the figure have? I think it rotation but I am not sure
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I indeed see fourfold rotational symmetry: Spin it by 90 degrees about its center, and you map it back onto itself. This could be done four times, resulting in and given "arm" being mapped back to its original position. I don't see any reflective symmetries. Reflecitng would flip the handedness of the arms, must like mirroring your right hand makes it look like your left.
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