neopredelenye integrally

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zadacha 1 zadacha 1. nayti neopredelennie integrali. zadacha 2. vichislit opredelennie integrali. zadacha 3. nayti neopredelennie integrali. zadacha 4. vichislit opredelennie integrali. zadacha 5. nayti neopredelennie integrali. razdelim drob razlojim drob na prosteyshie pri , pri , pri , otsyuda zadacha 6. nayti neopredelennie integrali. razlojim drob na prosteyshie pri , pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , otsyuda zadacha 7. nayti neopredelennie integrali. razlojim drob na prosteyshie pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , otsyuda zadacha 8. vichislit opredelennie integrali. razlojim drob na prosteyshie pri embed equation.3 , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , otsyuda zadacha 9. vichislit opredelennie integrali. pri , pri , otsyuda zadacha 10. vichislit opredelennie integrali. zadacha 11. vichislit opredelennie integrali. zadacha 12. vichislit opredelennie integrali. zadacha 13. nayti neopredelennie integrali. zadacha 14. vichislit ploshadi figur, ogranichennix grafikami funktsiy. …

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y voda davit na plotinu, sechenie kotoroy imeet formu ravnobochnoy trapetsii (ris.4.1). plotnost vodi, ,uskorenie svobodnogo padeniya polojit ravnim = . ukazanie. davlenie na glubine ravno . _1227396961.unknown _1227426249.unknown _1227439770.unknown _1227680284.unknown _1227681432.unknown _1227681690.unknown _1227681918.unknown _1227704169.unknown _1227681917.unknown _1227681477.unknown _1227680569.unknown _1227681360.unknown _1227680348.unknown _1227439875.unknown _1227440007.unknown _1227440008.unknown _1227440005.unknown _1227440006.unknown _1227440004.unknown _1227439828.unknown _1227439869.unknown _1227439781.unknown _1227426783.unknown _1227428218.unknown _1227430042.unknown _1227431065.unknown _1227431399.unknown _1227431602.unknown _1227431954.unknown _1227431423.unknown _1227431116.unknown _1227430208.unknown _1227428706.unknown _1227429795.unknown _1227428661.unknown _1227427579.unknown _1227427977.unknown _1227427455.unknown _1227426533.unknown _1227426573.unknown _1227426672.unknown _1227426538.unknown _1227426492.unknown _1227426510.unknown _1227426415.unknown _1227397645.unknown _1227397828.unknown _1227397856.unknown _1227397872.unknown _1227397837.unknown _1227397746.unknown _1227397805.unknown _1227397658.unknown _1227397074.unknown _1227397214.unknown _1227397607.unknown _1227397117.unknown _1227397002.unknown _1227397019.unknown _1227396969.unknown _1227395959.unknown _1227396340.unknown _1227396804.unknown _1227396913.unknown _1227396924.unknown _1227396815.unknown _1227396526.unknown _1227396556.unknown _1227396525.unknown _1227396239.unknown _1227396319.unknown _1227396333.unknown _1227396312.unknown _1227396116.unknown _1227396122.unknown _1227396103.unknown _1227395601.unknown _1227395780.unknown _1227395797.unknown _1227395948.unknown _1227395795.unknown _1227395741.unknown _1227395776.unknown _1227395723.unknown _1227395654.unknown _1226092904.unknown _1227394693.unknown _1227395556.unknown _1227395568.unknown _1227395101.unknown _12273944

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38.unknown _1227394590.unknown _1226157528.unknown _1226159794.unknown _1227393930.unknown _1226158983.unknown _1226094597.unknown _1225824735.unknown _1225889209.unknown _1226087249.unknown _1226089218.unknown _1225824875.unknown _1225825208.unknown _1225825207.unknown _1225824782.unknown _1225823097.unknown _1225824089.unknown _1225822227.unknown . 2 2 ) 1 4 ln( 2 2 1 2 ) 1 4 ln( 1 4 1 1 2 ) 1 4 ln( 1 4 8 ) 1 4 ln( 1 4 8 ) 1 4 ln( ) 1 4 ln( 2 2 2 2 2 2 2 2 2 2 c x x arctg x x c x arctg x x x dx x x x dx x x x x x v x x du dx dv x u dx x + - + + = = + ÷ ø ö ç è æ - - + = ÷ ø ö ç è æ + - - + = = + - + = = + = = + = = + ò ò ò . 6 sin 27 …

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ö ç ç è æ - - - + - + dx x x x dx x x x x x 2 8 3 12 4 2 1 ) 2 )( 3 )( 4 ( 12 26 6 1 2 . 2 ln 8 3 ln 12 4 ln 2 c x x x x + - - - + - + = . ) 2 )( 1 ( 9 13 6 3 2 3 ò + + + + + dx x x x x x 3 2 3 ) 2 )( 1 ( 9 13 6 + + + + + x x x x x . ) 1 ( ) 1 ( ) 2 )( 1 ( ) 2 )( 1 ( ) 2 ( ) 2 ( ) 2 ( 2 ` ) 2 )( 1 ( 9 13 6 2 3 3 2 3 2 …

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0 3 1 0 2 4 = - + + × - = ÷ ÷ ø ö ç ç è æ + + + - = ÷ ÷ ø ö ç ç è æ + - + ò t t dt t t . ) 5 3 ( 2 1 ) 1 ( 1 2 ) 5 3 ( 1 2 2 sin 1 2 sin ) 5 3 ( 3 1 3 1 2 2 2 2 3 4 / ò ò ò + = = + + + = + = + = = = + t t dt t t t t dt t t x t dt dx t tgx x tgx dx arctg p . 1 ) 5 3 ( , ) 5 3 ( ) 5 3 ( 5 3 ) 5 3 ( 1 = + + + + + = + + …

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zadacha 1 zadacha 1. nayti neopredelennie integrali. zadacha 2. vichislit opredelennie integrali. zadacha 3. nayti neopredelennie integrali. zadacha 4. vichislit opredelennie integrali. zadacha 5. nayti neopredelennie integrali. razdelim drob razlojim drob na prosteyshie pri , pri , pri , otsyuda zadacha 6. nayti neopredelennie integrali. razlojim drob na prosteyshie pri , pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , otsyuda zadacha 7. nayti neopredelennie integrali. razlojim drob na prosteyshie pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pri , otsyuda zadacha 8. vichislit opredelennie integrali. razlojim drob na prosteyshie pri embed equation.3 , priravnivaya koeffitsienti pri , priravnivaya koeffitsienti pr...

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