360. Let the function of a positive variable be defined by the formula $y=x-[x]$, where the symbol $[x]$ denotes the greatest integer contained in $x$. What values can $y$ take? For which values of $x$ is the function continuous, and for which is it discontinuous?
360. 2) The function can take values between 0 (inclusive) and 1 (exclusive); 2) discontinuity occurs at all integer values of \( x \) ( \( y \) makes a jump from values close to 1 to the value 0 ).