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Favor Calcular Integrales Por Álgebra y Sustitución Tan) : DX X X X

This document contains a list of 61 integrals with no other context provided. The integrals cover a wide range of techniques including substitution, trigonometric integrals, exponential functions, and logarithmic functions. No solutions are shown.
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© © All Rights Reserved
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0% found this document useful (0 votes)
90 views1 page

Favor Calcular Integrales Por Álgebra y Sustitución Tan) : DX X X X

This document contains a list of 61 integrals with no other context provided. The integrals cover a wide range of techniques including substitution, trigonometric integrals, exponential functions, and logarithmic functions. No solutions are shown.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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Favor Calcular Integrales por álgebra y sustitución 2020

e 3 x tan 5 e 3 x 21.  sec x dx 41. e


sen x cos x
cos 2 x dx
1)  dx
cos 2 e 3 x 22.  1  tan 2 x dx 2
42.  dx
 senx cos x dx
2
2. 1
23.  e 3 x  2 dx x ( x  5) 2 3
2
3.  sen x dx 43.  sec
2
2 x tan 2 x dx
ex
2 2 24.  dx
4.  sen x cos x dx 1 e 2x tan 3 x
4 x  10
44.  2
dx
5.  x dx
25.  dx
cos x
senx x 2  5x  6 2 x Ln x 2  1
6.  2 dx 
e x  e x
45. dx
cos x x2  1
26.  dx
x x
7.  sen 2
x cos 5
x dx e  e 46.  Ln a a 2 x dx
x
8. 
5
dx 27.  e x  e dx 47.  sen
3
dx
5
( x  3) 2x  5
28.  5 t 4  t 2 ( 10 t 3  5 t ) dt 48.  dx
 4 Ln( x 1)
9.  e dx x  5x  7
2
1
10)  tan x dx 29.  dx
  x sen (  x
2
4 49. ) dx
x x 1
senx  cos x Ln x  3
11.  dx 2 50.  xe dx
1  1 
( senx  cos x) 3 30.   x   dx
 x 51.  Ln a 2 cos(2 x) a 2 sen( 2 x ) dx
sen ( Lunx)
12.  dx x2 52.  ctg (2 x) Ln sen (2 x) dx
x 31.  dx
sen 2 x 1  x6
13)  dx 53.  cos7 (k x) sen (k x) dx
1  senx ex ar cot ang x
32.  dx 54.  dx
x 1 e 2x
14.  dx 1 x 2
2  3x 1
2 33)  dx 55)  (a x  b x) m dx
x  x 1 1  3x 2
15.  dx x2  x
2
x 1 6u3 56)  dx
2 3 4
x 1 34.  du ( 4  3x  2 x )
16.  dx u 1
3
x 2  6 x  13 35.  e x cos e x dx
57.  3 t 2t 2  11 dt
e3x dx 58. 
x
17 )  dx 36.  4
dx
1 x
4  e6x x 4x 2  9
cos x 7 2x
1 37.  sen x e dx 59.  dx
18)  dx 2x
7 5
x Lnx 3x
38.  dx tan g 3 x
1 5x  3 60.  dx
e x sec x
19.  2
dx 39. 
3
dx
x 6  x2 e 2x
61.  dx
20.  tan x sec x dx 3 5
5e x 1 ex
40.  dx
2x
1 e

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