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Q.

The domain  of f(x)  =sin−1⁡[x] (where [ ] represents the greatest integer function).

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a

−1,2

b

(-1,2)

c

[-1,2]

d

[1,2]

answer is A.

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Detailed Solution

f(x)=sin−1⁡[x] is defined if     −1≤[x]≤1 or     [x]=−1,0,1 or      x∈[−1,2) So, range is sin−1⁡(−1),sin−1⁡0,sin−1⁡1≡{−π2,0,π2}
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The domain  of f(x)  =sin−1⁡[x] (where [ ] represents the greatest integer function).