Both i and -i are square roots of −1. For any non-zero complex number c there exist n n-th roots, corresponding to a rotationally symmetric partition of a circle centered on the origin into n “wedges” such that one boundary falls along the line joining the origin and c.
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Both i and -i are square roots of −1. For any non-zero complex number c there exist n n-th roots, corresponding to a rotationally symmetric partition of a circle centered on the origin into n “wedges” such that one boundary falls along the line joining the origin and c.
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