EXERCICIOS
Anotacoes
EXERCICIOS DE PREPARAΓΓO PARA PROVA DO PROF. 2 TRIMESTRE 1- Calcular as seguintes primitivas imediatas A) β«(π₯ + 3)3 (π₯2 + 1)ππ₯ B) β« βπ₯βπ₯3ππ₯+π₯2 π₯3 ππ₯ C) β« 1 π₯2βπ2 ππ₯ D) β« 1 βπ₯23 ππ₯ E) β«(1 β π₯)βπ₯ ππ₯ F) β«(3π₯ + 4)2dx G) β« (1+π₯)2 βπ₯ ππ₯ 2- Calcular as seguintes primitivas aplicado o metedo de substituiΓ§ao a) β«(π₯ + 3)11 ππ₯ b) β« 3π₯β1 β 2π₯2 ππ₯ c) β« πβπ₯ ππ₯ d) β«(ππ₯ + 1)3ππ₯ ππ₯ e) β« πππ 3π₯ππ₯ f) β« π3πππ 2π₯π ππ2π₯ππ₯ g) β« 3 π₯ ππ₯ π₯2β4 3- Calcular as seguintes primitivas aplicado o metodo por partes A ) β« π₯ π πππ₯ ππ₯ b) β« π₯ππ₯ ππ₯ c) β« π₯β1 + π₯ ππ₯ d) β« π₯3 π2π₯ππ₯ e) β« π2π₯πππ 3π₯ ππ₯ f) β« π ππ3π₯ π ππ2π₯ ππ₯ 4- calcular as seguintes primitivas definida a) β« π₯ππ₯1 0 ππ₯ b) β« βπ₯ 4 1 ππ₯ c) β« (3π₯ + 1)ππ₯ 2 0 d) β« π ππ(π₯) π 0 ππ₯ e) β« (2π₯2 β 4π₯)ππ₯ 2 0 f) β« cos(π₯)ππ₯ π 0 g) β« 1 βπ₯ 9 1 ππ₯ Obs : Explicação no sabado , as 12h Valor : 1.000 Quem tiver interesse , e sΓ³ avisar
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