Answered

Which postulate states that "distance is always positive?"

A. Segment Addition Postulate
B. Segment Bisector
C. Ruler Postulate
D. Midpoint



Answer :

GinnyAnswer

Final answer:

The Ruler Postulate establishes that distance is always positive in geometry.


Explanation:

Ruler Postulate states that distance is always positive in geometry. This postulate is fundamental in measuring lengths of line segments and distances between points on a line.


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