CAŁKI NIEOZNACZONE | |||||||
*• J |
~Jxdx |
2- J |
V3x + lt/x |
3- J |
■ xdx Vx2 -6 |
4- |
xdx V2x2 -1 |
5. J |
*_dx P+i 1 |
6. j |
x - 4 , -j=dx 2 + vx |
7- J |
•4xdx X +1 |
8. j |
• -Jxdx 1 + "(x |
9- I |
4~x dx |
10. j |
xdx |
,1. j |
x2dx |
’2' j |
11,2 Xrfx X |
2 4* V X |
Vl + x2 |
Vx3+1 | |||||
13. | |
ex . |
14. j |
4xdx |
15. j |
' ,/y |
16. j |
ln x \^—dx X |
CXX 2ex +1 |
1 + Vc |
xlnx | |||||
17- J |
(arcsinx)2 |
18. j |
cos xdx |
19. j |
c/x |
20. j |
- sin 2xdx |
VTrx2 |
(l + x2 )arctgx | ||||||
V1 - sin2 x |
^2 + cos2 x | ||||||
21. j |
dx 2cos2(3x) |
22. J |
x'dx |
23. j |
--—---—dx sin' x + cos' x |
24. |
' SinX dx |
cos2 X4 |
1 + cosx | ||||||
25. J |
xdx x4 +1 |
26. | |
1 £ 4T — dx X" |
27. j |
xe~x dx |
28. j |
3+2 dx X' |
29. { |
1 ix |
30. J |
2x -dx ex -1 |
31. J |
\e2x + 4x]dx |
32. j | |
4 COS X |
(e-~ l)! | ||||||
33. J |
---dx _ X . ^-x e + e |
34' 1 |
/ V dx [2ex +1)“ |
35. J |
■e2x -2ex , --—dx l + e2x |
36. J |
xsin x2dx |
37. | |
xsin(3x2 +5)tór |
38. J |
9x2 - 2 , —^-dx 3x' - 2x +1 |
59. j |
—^—ln(x2 +8 W x2 + 8 v A |
40. j |
3 |
xln(6x3) | |||||||
4|* f |
dx |
42. l |
xdx |
«• J |
ln(l + x - In x x(l + x) |
44. | |
(l + Vx )Vx |
V(l + x2)3 |