Question: Avec la substitution u = sin(2x) , on obtient integrate (cos(2x))/(sin^2 (2x)) dx = integrate f(u) du o f(u) = FORMAT de la RPONSE: Il

Avec la substitution u = sin(2x) , on obtient integrate (cos(2x))/(sin^2 (2x)) dx = integrate f(u) du o f(u) = FORMAT de la RPONSE: Il faut crire les puissances trigonomtriques au long en Mobius. Par example, cos^2 (x) est crit (cos(x)) ^ 2 on cherche f(u)

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