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Differentiate sin(x^2+1) with respect to...

Differentiate `sin(x^2+1)` with respect to `x` :

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We have given:`sin(x^2+1)`
Let `y=sin(x^2+1)`br> Now differentiating w.r.to `x` we get
`implies (dy)/(dx)=d/(dx)(sin(x^2+1))`
`implies (dy)/(dx)=cos(x^2+1)d/(dx)(x^2+1)`
`implies (dy)/(dx)=2xcos(x^2+1)`
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