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Not at all, it means independent from each other. Like the x and y coordinates of a point in a plane: you can set one of them to the value you want and it won'
by teo_zero 3y ago
Not at all, it means independent from each other. Like the x and y coordinates of a point in a plane: you can set one of them to the value you want and it won't affect the other. This only happens when the x and y axes intersect at 90°, hence the "orthogonal".
- quickthrower2 3y agoGood explanation. I first got confused by this colloquial use of orthogonal even though having done a course on vector spaces!