Which standard function has a graph made up of horizontal line segments of length one…

MATHEMATICS · Single correct · CBSE · Mathematics · Relations and Functions · Relations and Functions

Problem

Which standard function has a graph made up of horizontal line segments of length one unit that jump upward by one unit at every integer value of xx? (a) Ceiling (least–integer) function ⌈x⌉\lceil x \rceil (b) Signum function sgn⁡(x)\operatorname{sgn}(x) (c) Greatest–integer (floor) function ⌊x⌋\lfloor x \rfloor (d) Fractional–part function {x}\{x\}

Related theory

Browse the problem library