Michael, what if you told your students that it bothers you when something absolute is made relative? In this context “absolute“=”can be expressed in terms of either/or” and ”relative”=”belonging to a continuum”
From a strictly logical point of view something absolute can’t be more or less what it is. Either something is complete or it isn’t, for instance.
In geometry a straight line has a particular definition, so in that context it’s meaningless to talk about an acceptable straight line, because either it’s straight or it isn’t. In real life of course a straight line will rarely, if ever, be an ideal straight line, but an approximation.
I myself don’t mind if people talk about an “acceptable straight line” because I know they mean a line that approximates a straight line well enough to be useful for an intended purpose.
I don’t know if this is of any use to you.