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TUGAS II
MATEMATIKA
I. Hitunglah integral berikut
1. dx
x
x 





 5
9 6
2.   dxxx  3 7
3
3. dx
xx
 








3 55
36
4. dx
x
x
x
x 








5 2
3 8
4
8 73
5. dx
e
e x
x
 





 9
10 6
6. dx
x 





 5ln
5
1
7. dx
x
xx
 




  352
8.   dx
x
xx 





 5
1
2 23
9.    dxxecx  )35cos)47sin( 2
10.    dxxx  )86sec)119cos( 2
II. Dengan menggunakan cara subsitusi hitunglah integral berikut
11. dxxx  92
12. dx
x
x
  2
6
13. dxex x

35 2
.
14. )92sin()1( 2
 xxx dx
15. )8102cos()52( 2
 xxx dx
16.
 
dx
x
x
 
4
cos5
sin
III. Hitunglah integral parsil dari
17. dxxx )39sin(.5 
18. dxxx )76cos(.7 
19. dxxe x
4sin.3

20. dxxe x
5cos.4


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Tugas ii

  • 1. TUGAS II MATEMATIKA I. Hitunglah integral berikut 1. dx x x        5 9 6 2.   dxxx  3 7 3 3. dx xx           3 55 36 4. dx x x x x          5 2 3 8 4 8 73 5. dx e e x x         9 10 6 6. dx x        5ln 5 1 7. dx x xx         352 8.   dx x xx        5 1 2 23 9.    dxxecx  )35cos)47sin( 2 10.    dxxx  )86sec)119cos( 2 II. Dengan menggunakan cara subsitusi hitunglah integral berikut 11. dxxx  92 12. dx x x   2 6
  • 2. 13. dxex x  35 2 . 14. )92sin()1( 2  xxx dx 15. )8102cos()52( 2  xxx dx 16.   dx x x   4 cos5 sin III. Hitunglah integral parsil dari 17. dxxx )39sin(.5  18. dxxx )76cos(.7  19. dxxe x 4sin.3  20. dxxe x 5cos.4 