2. The domain of sin2x is () (b) [-1,1] (d) / (-2,2. (a) [0,1] :'2
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1
Answer:
f(x)=sin
−1
(2x)
domain of sin
−1
x is xϵ[−1,1]
So, for f(x),
−1≤2x≤1
⇒
2
−1
≤x≤
2
1
∴xϵ[−
2
1
,
2
1
]
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