Most fields do not require a fully exact value to be used. For example, for most applications that use Pi, they only need like 5-10 digits of it (and for rough calculation, just the “3.14” part is often enough).
Besides, there’s a separate but related concept called “precision”. In actual physical measurements there’s always some degree of error, which “precision” is the measure of. Mathematical approximations of irrational numbers should be a few digits more exact than the imprecise measures, but any more than that is really not necessary because it introduces false precision into the result.
Latest Answers