y=sin^-1x cos^-1 (x^2/2) / 1-x^2 then find the value of y (1/2)+ y (1/root2)+ y (-1/2)+ y (-1/root2)
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Answer
Correct option is
A
2
π
Range of tan
−1
is (
2
−π
,
2
π
)
tan
−1
(−1)=x⇒tanx=−1=−tan
4
π
=tan(
4
−π
)⇒x=
4
−π
Range of cos
−1
is [0,π]
cos
−1
(
2
−1
)=y⇒cosy=
2
−1
=−cos
4
π
=cos(π−
4
π
)=cos
4
3π
⇒y=
4
3π
.
∴ given exp
tan
−1
(−1)+cos
−1
(
2
−1
)=−
4
π
+
4
3π
=
4
2π
=
2
π
.
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