SlideShare a Scribd company logo
1 of 1
Download to read offline
Даалгавар-1
Сэдэв.    Интеграл (1)                                                                                                                  Амжилт хүсье!


        ∫ xdx = ?                            ∫ x dx = ?                               ∫ 3xdx = ?              ∫ 2 x dx = ?
                                                   2                                                                 3
  1.                                    2.                               3.                            4.



        ∫ ( 2 x − 1) dx = ?                        ∫ ( 3x + 2 ) dx = ?                          ∫ ( 2 x − x ) dx = ?
                                                                                                              2
  5.                                         6.                                           7.



        ∫(x       − 2 x ) dx = ?                       ∫ ( 3x       − 1) dx = ?                      ∫ ( 2x       − x ) dx = ?
              2                                                 3                                             4
  8.                                          9.                                              10.



         ∫ ( x − 2)                                      ∫ ( x + 1)          dx = ?                  ∫ ( 2 x − 3)
                                                                         2
                                dx = ?                                                                                       dx = ?
                            2                                                                                        2
  11.                                         12.                                              13.



         ∫ ( 2 x − 1)               dx = ?               ∫ ( 3x + 2 )                dx = ?             ∫ (1 − x )           dx = ?
                                3                                                3                                       4
  14.                                             15.                                            16.

                                                                         3                                           4
                                                    x                                               x
         ∫ (1 + x )             dx = ?       18. ∫ 1 +  dx = ?                               19. ∫ 1 −  dx = ?
                           5
  17.
                                                    2                                               2


         ∫(x          + 4 x − 1) dx = ?                         ∫ (3x            − 4 x + 2)dx = ?                        ∫ (3x         + 8 x − 5)dx = ?
                  2                                                          2                                                     2
  20.                                                   21.                                                   22.



         ∫ (x         + x + 1)dx = ?                         ∫ (x        + 2 x + 2)dx = ?                          ∫ (x          + 6 x + 2)dx = ?
                  2                                                  2                                                       2
  23.                                                  24.                                              25.



         ∫ (x         − 7 x + 9)dx = ?                          ∫ (5 x           − 3 x + 2)dx = ?                        ∫ (4 x        − x + 2)dx = ?
                  2                                                          2                                                     2
  26.                                                   27.                                                 28.



         ∫ (3x            + 2 x + 5)dx = ?                          ∫ (2 x           + 2 x + 11)dx = ?
                      2                                                          2
  29.                                                    30.




                                                                             2013.02.05

More Related Content

Viewers also liked

Viewers also liked (20)

10 soril 25_dungiin jagsaalt
10 soril 25_dungiin jagsaalt10 soril 25_dungiin jagsaalt
10 soril 25_dungiin jagsaalt
 
Zarlal 11 1
Zarlal 11 1Zarlal 11 1
Zarlal 11 1
 
11 soril 23_dungiin jagsaalt
11 soril 23_dungiin jagsaalt11 soril 23_dungiin jagsaalt
11 soril 23_dungiin jagsaalt
 
Math10 n
Math10 nMath10 n
Math10 n
 
Soril 26 dun_blogt
Soril 26 dun_blogtSoril 26 dun_blogt
Soril 26 dun_blogt
 
Zublumj 11
Zublumj 11Zublumj 11
Zublumj 11
 
10 soril 27_jishig daalgavar_c
10 soril 27_jishig daalgavar_c10 soril 27_jishig daalgavar_c
10 soril 27_jishig daalgavar_c
 
11 soril 27_dungiin jagsaalt
11 soril 27_dungiin jagsaalt11 soril 27_dungiin jagsaalt
11 soril 27_dungiin jagsaalt
 
11 soril 25_dungiin jagsaalt
11 soril 25_dungiin jagsaalt11 soril 25_dungiin jagsaalt
11 soril 25_dungiin jagsaalt
 
10 soril 27_jishig daalgavar_a
10 soril 27_jishig daalgavar_a10 soril 27_jishig daalgavar_a
10 soril 27_jishig daalgavar_a
 
Math standart olimpiad 2013
Math standart olimpiad 2013Math standart olimpiad 2013
Math standart olimpiad 2013
 
10 soril 27_jishig daalgavar_d
10 soril 27_jishig daalgavar_d10 soril 27_jishig daalgavar_d
10 soril 27_jishig daalgavar_d
 
__________ _________3-_ ____
  __________ _________3-_ ____  __________ _________3-_ ____
__________ _________3-_ ____
 
10 soril 27_jishig daalgavar_b
10 soril 27_jishig daalgavar_b10 soril 27_jishig daalgavar_b
10 soril 27_jishig daalgavar_b
 
Math 800 11-soril_22_dungiin jagsaalt
Math 800 11-soril_22_dungiin jagsaaltMath 800 11-soril_22_dungiin jagsaalt
Math 800 11-soril_22_dungiin jagsaalt
 
11 math.soril 21-dungiin jagsaalt
11 math.soril 21-dungiin jagsaalt11 math.soril 21-dungiin jagsaalt
11 math.soril 21-dungiin jagsaalt
 
10 soril 23_dungiin jagsaalt
10 soril 23_dungiin jagsaalt10 soril 23_dungiin jagsaalt
10 soril 23_dungiin jagsaalt
 
11 soril 24_dungiin jagsaalt
11 soril 24_dungiin jagsaalt11 soril 24_dungiin jagsaalt
11 soril 24_dungiin jagsaalt
 
11 soril 30-dungiin jagsaalt
11 soril 30-dungiin jagsaalt11 soril 30-dungiin jagsaalt
11 soril 30-dungiin jagsaalt
 
Sezds iin neremjit math olimpiadiin
Sezds iin neremjit math olimpiadiinSezds iin neremjit math olimpiadiin
Sezds iin neremjit math olimpiadiin
 

More from Baasandorj Baatarhuyag (20)

20067812too toolol
20067812too toolol20067812too toolol
20067812too toolol
 
Zunii surgalt 10 zarlal_blogt
Zunii surgalt 10 zarlal_blogtZunii surgalt 10 zarlal_blogt
Zunii surgalt 10 zarlal_blogt
 
Zunii surgalt 10 zarlal_blogt
Zunii surgalt 10 zarlal_blogtZunii surgalt 10 zarlal_blogt
Zunii surgalt 10 zarlal_blogt
 
11 soril 33-dungiin_jagsaalt_analiz
11 soril 33-dungiin_jagsaalt_analiz11 soril 33-dungiin_jagsaalt_analiz
11 soril 33-dungiin_jagsaalt_analiz
 
11 soril 33-dungiin_jagsaalt_analiz
11 soril 33-dungiin_jagsaalt_analiz11 soril 33-dungiin_jagsaalt_analiz
11 soril 33-dungiin_jagsaalt_analiz
 
Zarlal
ZarlalZarlal
Zarlal
 
Tulhuur ih sungaa 2013_hubilbar b
Tulhuur ih sungaa 2013_hubilbar bTulhuur ih sungaa 2013_hubilbar b
Tulhuur ih sungaa 2013_hubilbar b
 
Tulhuur ih sungaa 2013_huvilbar a
Tulhuur ih sungaa 2013_huvilbar aTulhuur ih sungaa 2013_huvilbar a
Tulhuur ih sungaa 2013_huvilbar a
 
Ih sungaa 2013 dungiin jagsaalt
Ih sungaa 2013 dungiin jagsaaltIh sungaa 2013 dungiin jagsaalt
Ih sungaa 2013 dungiin jagsaalt
 
Ih soril hubilbar b_2
Ih soril hubilbar b_2Ih soril hubilbar b_2
Ih soril hubilbar b_2
 
Ih sungaan hubilbar a_2
Ih sungaan hubilbar a_2Ih sungaan hubilbar a_2
Ih sungaan hubilbar a_2
 
Ih soriliin dun 2013.05.25
Ih soriliin dun 2013.05.25Ih soriliin dun 2013.05.25
Ih soriliin dun 2013.05.25
 
Ih soril hubilbar b_2
Ih soril hubilbar b_2Ih soril hubilbar b_2
Ih soril hubilbar b_2
 
Ih soril 31_huvilbar_a
Ih soril 31_huvilbar_aIh soril 31_huvilbar_a
Ih soril 31_huvilbar_a
 
Zarlal ih sungaan math
Zarlal ih sungaan mathZarlal ih sungaan math
Zarlal ih sungaan math
 
Zarlal
ZarlalZarlal
Zarlal
 
зарлал.3
зарлал.3зарлал.3
зарлал.3
 
11 soril 31-dungiin jagsaalt
11 soril 31-dungiin jagsaalt 11 soril 31-dungiin jagsaalt
11 soril 31-dungiin jagsaalt
 
10 soril 32_dungiin jagsaalt
10 soril 32_dungiin jagsaalt10 soril 32_dungiin jagsaalt
10 soril 32_dungiin jagsaalt
 
Toonii onol bodloguud 36
Toonii onol bodloguud 36Toonii onol bodloguud 36
Toonii onol bodloguud 36
 

Integral 11e 1

  • 1. Даалгавар-1 Сэдэв. Интеграл (1) Амжилт хүсье! ∫ xdx = ? ∫ x dx = ? ∫ 3xdx = ? ∫ 2 x dx = ? 2 3 1. 2. 3. 4. ∫ ( 2 x − 1) dx = ? ∫ ( 3x + 2 ) dx = ? ∫ ( 2 x − x ) dx = ? 2 5. 6. 7. ∫(x − 2 x ) dx = ? ∫ ( 3x − 1) dx = ? ∫ ( 2x − x ) dx = ? 2 3 4 8. 9. 10. ∫ ( x − 2) ∫ ( x + 1) dx = ? ∫ ( 2 x − 3) 2 dx = ? dx = ? 2 2 11. 12. 13. ∫ ( 2 x − 1) dx = ? ∫ ( 3x + 2 ) dx = ? ∫ (1 − x ) dx = ? 3 3 4 14. 15. 16. 3 4  x  x ∫ (1 + x ) dx = ? 18. ∫ 1 +  dx = ? 19. ∫ 1 −  dx = ? 5 17.  2  2 ∫(x + 4 x − 1) dx = ? ∫ (3x − 4 x + 2)dx = ? ∫ (3x + 8 x − 5)dx = ? 2 2 2 20. 21. 22. ∫ (x + x + 1)dx = ? ∫ (x + 2 x + 2)dx = ? ∫ (x + 6 x + 2)dx = ? 2 2 2 23. 24. 25. ∫ (x − 7 x + 9)dx = ? ∫ (5 x − 3 x + 2)dx = ? ∫ (4 x − x + 2)dx = ? 2 2 2 26. 27. 28. ∫ (3x + 2 x + 5)dx = ? ∫ (2 x + 2 x + 11)dx = ? 2 2 29. 30. 2013.02.05