1 + (cosec x tan y)^2÷1 + (cosec z tan y)^2
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Answer:
Given , sec
−1
1+x
2
+cosec
−1
(
y
1+y
2
)+cot
−1
(
z
1
)=π
⇒tan
−1
x+tan
−1
y+tan
−1
z=π
⇒tan
−1
(
1−xy−yz−zx
x+y+z−xyz
)=π=tan
−1
(0)
⇒x+y+z−xyz=0
⇒x+y+z=xyz
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