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Differentiate the following functions with respect to x:

\(\cfrac{e^\mathrm x sin\, \mathrm x}{(\mathrm x^2+2)^3}\)

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Best answer

Let y =  \(\cfrac{e^\mathrm x sin\, \mathrm x}{(\mathrm x^2+2)^3}\)

On differentiating y with respect to x, we get

We have (uv)’ = vu’ + uv’ (product rule)

However, \(\frac{d}{d\mathrm x}\)(x2) = 2x and derivative of a constant is 0.

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