If x= log ⁡(y+ y^2+1) then y=

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Accepted Answer

Correct answer: C. (c) x= log ⁡(y+ y^2+1) y+ y^2+1=e^x ∵ sin ⁡h^-1x= log ⁡(x+ x^2+1) sin ⁡h^-1y= log ⁡(y+ y^2+1) sin ⁡h^-1y=x ⇒ sin ⁡ hx=y

$If x = log (y + y^{2} + 1) then y =$