todo simbolos-giorgina-ekermann

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TABLA DE INTEGRALES INDEFINIDAS ( 29 ( 29 [ ] ( 29 ( 29 + = + dx x g dx x f dx x g x f ( 29 ( 29 = dx x f c dx x cf ( 29 1 1 1 - + + = - n C n x dx x n n C a a dx a x x + = ln C x dx C x dx x C x xdx x C x xdx C x senxdx x + = + = + + = + = + - = - ln tan 1 1 sec tan sec tan sec cos 1 1 2 2 Antiderivada general de la función ( 29 x f ( 29 = x F 0 si 1 0 si 1 2 1 > + - < + - x C x x C x LÓGICA Ley de morgan ( 29 q p q p ¬ ¬ ¬ PERPENDICULAR B A CONJUNTOS C A B A + - = C x xdx x csc cot csc C x sen dx x + = - - 1 2 1 1 ( 29 1 1 1 - + + = - n C n x dx x n n + = C e dx e x x + - = C x xdx cot csc 2 + = C senx xdx cos

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Page 1: Todo simbolos-giorgina-ekermann

TABLA DE INTEGRALES INDEFINIDAS

( ) ( )[ ] ( ) ( )∫ ∫∫ +=+ dxxgdxxfdxxgxf

( ) ( )∫ ∫= dxxfcdxxcf

( )11

1

−≠++

=−

∫ nCn

xdxx

nn

Ca

adxa

xx +=∫ ln

Cxdx

Cxdxx

Cxxdxx

Cxxdx

Cxsenxdx

x+=

+=+

+=

+=

+−=

ln

tan1

1

sectansec

tansec

cos

1

12

2

Antiderivada general de la función ( )xf

( ) =xF 0 si

1

0 si 1

2

1

>+−

<+−

xCx

xCx

LÓGICA Ley de morgan

( ) qpqp ¬∧¬↔∨¬

PERPENDICULAR

BA ⊥

CONJUNTOS

CA

BA

∩∪

∫ +−= Cxxdxx csccotcsc

Cxsendxx

+=−

−∫ 1

21

1

( )11

1

−≠++

=−

∫ nCn

xdxx

nn

∫ += Cedxe xx

∫ +−= Cxxdx cotcsc2

∫ += Csenxxdxcos