serb language : pojam tacke u geometriji se odredjuje tako da je tacka beskonacno mala , identicna, i nedeljiva sto je u sustini tacno, ali to je je jedna logicka konstrukcija koja je imaginarna. U stvarnosti tacka je beskonacno mala , deljiva i moze biti razlicite velicine, navescu neke primere sve su ovo tacke u geometriskom smislu npr. 0,000...1 ili 0,000...7 ili 0,000...0005 ili 0.000...000003 da li je ova moja tvrdnja tacna ?
Added: Translation to English. (Copy-pasted from Google Translate. @experienced speakers, help improve the wording.)
The term "point" in the geometry is defined to be infinitely small, identical, and indivisible. That is basically true, but it is a logical structure that is imaginary. In reality the point is infinitely small, divisible and can be of different sizes. Let me give examples of all these points in geometrical terms, eg. 0.000 ... 0.000 ... 1 or 7, or 0.000 ... ... 0005 or 0000 000 003 if this my statements are true?