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c�lculo II - Primeira Lista de Exerc�cios.doc CENTRO UNIVERSITÁRIO AUGUSTO MOTTA - UNISUAM DISCIPLINA: CÁLCULO II PROFESSOR: DANIELE ALVES CAMPOS PRIMEIRA LISTA DE EXERCÍCIOS [1] Determine a primitiva das seguintes funções: (INTEGRAL INDEFINIDA) (a) (b) (c) (d) (e) (f) [2] Calcule as integrais indefinidas abaixo: (a) (b) (c) (d) (e) [3] Calcule as seguintes integrais indefinidas utilizando o método da substituição: (a) (b) (c) (d) (e) (f) (g) (h) (i) (j) (l) (m) (n) (o) _1214203321.unknown _1214203971.unknown _1218298417.unknown _1218298551.unknown _1218298748.unknown _1218298785.unknown _1218298658.unknown _1218298493.unknown _1214204073.unknown _1214204192.unknown _1214204039.unknown _1214203725.unknown _1214203875.unknown _1214203918.unknown _1214203770.unknown _1214203435.unknown _1214203573.unknown _1214203399.unknown _1214202857.unknown _1214202971.unknown _1214203237.unknown _1214202956.unknown _1214202836.unknown _1214202847.unknown _1214202752.unknown Respostas da Primeira Lista .doc CENTRO UNIVERSITÁRIO AUGUSTO MOTTA - UNISUAM DISCIPLINA: CÁLCULO II PROFESSOR: DANIELE ALVES CAMPOS RESPOSTAS DA PRIMEIRA LISTA DE EXERCÍCIOS [1] (a) (b) (c) (d) (e) (f) [2] (a) (b) (c) (d) (e) [3] (a) (b) (c) (d) (e) (f) (g) (h) (i) (j) (l) (m) (n) (o) _1214205413.unknown _1214205718.unknown _1214205957.unknown _1218299728.unknown _1218299851.unknown _1218314725.unknown _1218314823.unknown _1218299958.unknown _1218299798.unknown _1214206010.unknown _1214205842.unknown _1214205873.unknown _1214205751.unknown _1214205530.unknown _1214205689.unknown _1214205468.unknown _1214205105.unknown _1214205264.unknown _1214205300.unknown _1214205110.unknown _1214205208.unknown _1214204846.unknown _1214204894.unknown _1214205086.unknown _1214204800.unknown Segunda Lista de Exerc�cios.doc CENTRO UNIVERSITÁRIO AUGUSTO MOTTA - UNISUAM DISCIPLINA: CÁLCULO II PROFESSOR: DANIELE ALVES CAMPOS SEGUNDA LISTA DE EXERCÍCIOS [1] Calcule as seguintes integrais indefinidas utilizando o método da integração por partes: (a) (b) (c) (d) (e) (f) (g) (h) GABARITO (a) (b) (c) (d) (e) (f) (g) (h) _1219152660.unknown _1219167753.unknown _1219167756.unknown _1220527986.unknown _1219167754.unknown _1219165776.unknown _1219165927.unknown _1219166738.unknown _1219166812.unknown _1219165866.unknown _1219152739.unknown _1219152779.unknown _1219152701.unknown _1214204318.unknown _1214204381.unknown _1214204263.unknown Tabela.doc Regras de Derivação Funções simples Funções compostas Operações Envolvendo Derivadas Tabela de Integração 1. 8. 2. 9. 3. 10. 4. 11. 5. 12. 6. 13. 7. 14. Fórmula da Integral por Partes: _1299837348.unknown _1299837643.unknown _1299839226.unknown _1299839448.unknown _1299839499.unknown _1299839260.unknown _1299838430.unknown _1299838712.unknown _1299839206.unknown _1299838834.unknown _1299838470.unknown _1299838567.unknown _1299837753.unknown _1299838424.unknown _1299837730.unknown _1299837435.unknown _1299837595.unknown _1299837606.unknown _1299837614.unknown _1299837462.unknown _1299837400.unknown _1299837416.unknown _1299837370.unknown _1299836924.unknown _1299837063.unknown _1299837296.unknown _1299837318.unknown _1299837324.unknown _1299837303.unknown _1299837079.unknown _1299837151.unknown _1299837025.unknown _1299837044.unknown _1299836965.unknown _1299836976.unknown _1299836943.unknown _1099637770.unknown _1099638013.unknown _1099638210.unknown _1299836901.unknown _1099638314.unknown _1099638087.unknown _1099637945.unknown _1099637294.unknown _1099637669.unknown _1099637221.unknown
