y=tan^-1[(1+tan x)÷(1-tan x)], find dy/dx
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Dear friends
The answer is given below
Y=tan^-1(1+tanx/1-tanx)
dy/dx=tan^-1(1+tanx/1-tanx)
Tan^-1*tan(π/4+x)
Y=π÷4+x
Where x belongs to [-π/4,π/4]
Dy/dx=0+1=1
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