The real valued function f(x)=cosec−1xx−[x], where x denotes the greatest integer less than or equal to x, is defined for all x belongs to
R-Z
all integers except 0,-1,1
R-Z ∪ [-1,1]
all reals except the interval [-1,1]
f(x)=cosec-1(x)x-[x]cosec-1x is defined for all |x|≥1 x≤-1 or x≥1x≠[x] ⇒x does not integral values∴x∉z and x∉[-1,1]