| General form |
|---|
| $\dfrac{d}{dx}{\Big({f(x)}.{g(x)}\Big)}$ $\,=\,$ ${g(x)}\dfrac{d{f(x)}}{dx}$ $+$ ${f(x)}\dfrac{d{g(x)}}{dx}$ |
| Leibniz’s notation |
| $\dfrac{d}{dx}{(u.v)}$ $\,=\,$ $v.\dfrac{du}{dx}$ $+$ $u.\dfrac{dv}{dx}$ |
| Differentials Notation |
| $d{(u.v)}$ $\,=\,$ $v.du$ $+$ $u.dv$ |
Learn how to derive the property of product rule of differentiation in differential calculus.
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