The domain of sin–1[x] is given by
[ –1, 1]
[– 1, 2)
{ – 1, 0, 1}
none of these
Domain of sin–1 x is [–1, 1]
and domain of sin–1 [x] is = {x : [x] = – 1, 0, 1} {x : –1 ≤ [x] ≤ 1}
But [x]=−1−1≤x<000≤x<111≤x<2
∴ x ∈ [ –1, 2)