Are all chords of a circle equal or not?

Chord definition: a line segment that connects any two points on a circle. The length of these segments (chords) can vary greatly: from 0 (the points are aligned) to the diameter (the chord goes through the center of the circle). It can be argued that on one circle it is possible to construct an innumerable set of chords, both identical and different in length.
Answer: all possible chords of a circle are not equal to each other.



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