Soal Integral 2
3
www.eksaktaplus.tk www.belajar.cjb.net Page 1 Metode Pengintegralan Tentukan integral tak tentu 1. dx x 4 ) 3 1 ( 2. 3 1 2 x dx 3. dx x x 1 2 4. 2 2 ) 2 3 ( 3 2 x x x dx 5. dx x x x 3 2 4 2 6. dx x x 9 2 3 7. dx x x 3 2 2 2 ) 1 3 ( 10 8. dx x x 1 1 9. dx x x 1 2 10. dx x x 3 2 4 11. dx x x 2 2 16 12. dx x x x x 9 9 cos 9 sin 2 2 3 2 13. xdx x 2 cos 2 sin 3 14. xdx x 2 sec 2 tan 2 4 15. dx x x sin 16. dx x x 3 cos sin 17. xdx x 2 4 tan sec 18. dx x x 8 tan 8 sec 2 19. xdx 4 sec 4 20. xdx 2 csc 4 21. xdx x 2 sec 2 tan 5 22. xdx 3 cot 4 23. xdx 2 1 4 tan 24. dx x x 2 3 25. dx x x 2 3 2 26. xdx x 2 cos ) 1 ( 2 27. dx x x ) 3 sin( Tentukan nilai integral tertentu dari soal berikut 28. 1 0 2 ) 5 ( 3 dx x x 29. 0 1 2 3 2 ) 1 ( dx x x 30. 4 0 2 1 x dx 31. 8 3 1 dx x x 32. dx x x 3 0 2 1 33. 2 1 2 1 dx x x 34. 2 0 2 sin 1 cos sin dx x x x
Transcript of Soal Integral 2
8/14/2019 Soal Integral 2
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Page 1
Metode Pengintegralan
Tentukan integral tak tentu
1. dx x4)31(
2.
3 12 x
dx
3. dx x x 12
4.
22)23(
32
x x
xdx
5.
dx
x x
x
3 24
2
6.
dx
x
x
92
3
7. dx
x
x3 22
2
)13(
10
8.
dx
x
x
1
1
9. dx
x
x
1
2
10. dx x
x
3
24
11. dx x x
22
16
12. dx
x
x x x
9
9cos9sin
2
232
13. xdx x 2cos2sin3
14. xdx x 2sec2tan24
15. dx x
x
sin
16.
dx
x
x
3 cos
sin
17. xdx x24
tansec
18. dx x
x
8tan
8sec2
19. xdx4sec4
20. xdx2csc4
21. xdx x 2sec2tan5
22. xdx3cot4
23. xdx2
14tan
24. dx x
x 23
25. dx x x 232
26. xdx x 2cos)1(2
27. dx x x )3sin(
Tentukan nilai integral tertentudari soal berikut
28. 1
0
2)5(3 dx x x
29.
0
1
23
2
)1(dx
x
x
30.
4
0 21 x
dx
31.
8
3 1dx
x
x
32. dx x
x
3
0
2
1
33. 2
1
21dx x x
34.
2
02sin1
cossin
dx
x
x x
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Page 2
35. 2
4
cossin55
xdx x
36.
4
0
3
2
)tan3(
sec
dx x
x
