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I think the "serious" problem is extending the idea that speed is the
"magnitude of velocity" to "average speed is the magnitude of average
velocity." This is wrong (in most cases).
Is it correct to say that a "velocity" of -4 m/s < +2 m/s ?
(and therefore that position increases when v>0, velocity increases when
a>0, etc.) I have seen this suggested in several books, but I don't
agree. The negative sign in the representation of a velocity vector
indicates the direction of the vector based on an arbitrarily chosen
system.