The Product Rule enables you to integrate the product of two functions. For example, through a series of mathematical somersaults, you can turn the following equation

One general idea with products of three functions is to use the product rule in the form (uvw) ′ = u ′ vw + uv ′ w + uvw ′ and the get partial integration in the form ∫u ′ vw = uvw − ∫uv ′ w − ∫uvw ′ and

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One general idea with products of three functions is to use the product rule in the form $$ (u v w)' = u' v w + u v' w + uv w' $$ and the get partial integration in the form $$ \int u' v

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