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why is the ruler placement postulate important?
any point can be chosen as the origin to define with any other point.
The ruler placement postulate is about measuring distances on a line. When we choose an origin (a starting point), we can measure the distance between that origin (a point) and any other point on the line. A line is a set of points, but the key here is the measurement of the gap (distance) between two points. A plane is a two - dimensional flat surface which is not relevant in the context of the ruler placement postulate (which is a one - dimensional concept on a line).
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