Carroll Elliott
04/06/2023 · Middle School

\( \int u d v = u _ { 0 } v - \int v \cdot d u \)

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La fórmula que has escrito es la regla de integración por partes, que se expresa como: \[ \int u \, dv = u v - \int v \, du \] Donde: - \( u \) es una función que se elige para derivar, - \( dv \) es la parte de la integral que se elige para integrar, - \( du \) es la derivada de \( u \), - \( v \) es la integral de \( dv \). Esta técnica es útil para resolver integrales que no se pueden calcular directamente. Si necesitas más información o ejemplos sobre cómo aplicar esta regla, no dudes en preguntar.

Quick Answer

La fórmula es la regla de integración por partes y se escribe como: \[ \int u \, dv = u v - \int v \, du \]
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