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In mathematics, the extension of a point establishes straight lines and geometric structures.
Extension of a point refers to the process where end-points of vectors originating from a point form a straight line in mathematics. This concept is integral in understanding geometric structures and configurations.
For example, in a two-dimensional plane, if a point O is extended using vectors e₁, e₂, e₃, it creates a line. In a three-dimensional space, extending a point results in a plane.
Understanding extension of a point helps visualize and analyze geometric relationships and forms in various dimensions.
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