GV. Đinh Văn Trường – THPT Nghèn – Hà Tĩnh. Mobi: 01677.10.19.15
Chúc các em học tốt!
BÀI TẬP TÍCH PHÂN
1
2
1
dx
1 x 1 x

  


2
2 3
2
1
x ln(x 4) 4x
dx
x 4

 



e
2
1
1
x lnx dx
(x 2)
 

x



 
2
2
1
ln
dx
1

x
x

4
3
cot
dx
sinx.sin
4
 

 
 

x
x





1
2
2
0
( 1) 1 2
x x dx
 


1
ln 2
dx
ln



e
x
x x x

4
3
4
1
1
( 1)
dx
x x 

0
2
1

xdx
x

2
0
sin2 cos
1 cos
x x
dx
x




1
3
0
xdx
x 1





 
1

2
4 2
0
2
2 1
 

x
dx
x x

 
3ln2
2
3 x
0
dx
e 2



26
0
1 sin x
dx
cos x





2
3
2
3
( sin )sin
(1 sin )sin
 


x x x x
dx
x x


dx
x
xx



2
0
2
2sin1
)sin(


3 2
1
ln 2 ln

x x

3
3 54
4

sin . os

dx
x c x



4
2
4
.sinx

os


x
dx
c x



1
4
0

4
2
0
2
1 tan

 

 

 

x
x
e
e x dx
x


4
2
0
sinx
2cos 5sinx. os

dx
x c x


 

3
4
2
0
tan 1
cos . 1 os



x
dx
x c x


8
5
9 ln
.ln


e
e
x
dx
x x

1
4
6
0

x





5
1
2
13
1
dx
xx
x

2
2
1
1
ln
4 ln
 

 

 

e
x dx
x x



x x
dx
x


2
sin cos
sinx cos

x x
dx
x



2
sin cos
sinx cos

x x
dx
x



2
0
sin 2

2
2
2
0
1
1



x
dx
x

 
2
0
2
4



x
x dx
x



4
1
ln 9





1
0
2
)1ln( dxxxx


4
2
3
121 xx
dx

4
0
tan .ln(cos )
cos
x x
dx
x



   
1
3
0

e e

 
 
3
2
0
4 4 s cos sin 2
1 cos

  
 
 


x
xe x x dx
x
inx

2
3
2
0
3



x x dx
x




inx
inx

2
4
sin cos
1 sin 2
x x
dx
x






 
2
3
2
0
sin 2
1 2sin
x
dx
x





7
3
3
0
1
3 1
x
dx
x




2
1
x x 1
dx
x 5




 
1 cosx
2
0
1 s

2
0
x
dx
1 x x



2
3
dx
s 2sinx




in2x

 
e
1
ln x
dx
x 2 ln x 2 ln x  

GV. Đinh Văn Trường – THPT Nghèn – Hà Tĩnh. Mobi: 01677.10.19.15
Chúc các em học tốt!

2x 1 2

 
ĐH – 2010 A.
1
2 x 2 x
x
0
x e 2x e
dx
1 2e
 



B.
 
e
2
1
ln x
dx
x 2 lnx


D.
e





D.
3
x
1
dx
e 1

ĐH – 2008 A.
46
0
tan x
dx
cos2x



B.
 
4
0
sin x dx
4
sin2x 2 1 sin x cosx

e
2
1
xln x dx


D.
e
3 2
1
x ln xdx
ĐH – 2006 A.
2
2 2
0
sin2x
dx
c x 4sin x
os




B.
ln5
x x
ln3

sin2xcosx
dx
1 cos x




D.
 
2
sinx
0
e cosx cosxdx


ĐH – 2004 A.
2
1
x
dx
1 x 1
 


B.
e
1

dx
1 sin 2x





D.
2
2
0
x xdx

ĐH – 2002 A.
 
5
2
0
x 3 x 4x 3 dx
   


B.
8
2 2
0
x x