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Let S denotes the set consisting of four functions and S = { [x], sin^(-1) x, |x|,{x}} where , {x} denotes fractional part and[x] denotes greatest integer function , Let A, B , C aresubsets of S. Suppose A : consists of odd functions (s) B : consists of discontinuous function (s) and C: consists of non-decreasing function(s) or increasing function (s). If f(x) in A nn C, g(x) in B nnC, h (x) in B" but notC and" l(x) inneither A nor B nor C . Then, answer thefollowing. The function l (x) is |
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Answer» periodic |
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