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PHUONG TRINH LUONG GIAC CUA CAC DE THI CAC NAM GANDAY

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11/21/2011
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PHƢƠNG TRÌNH LƢỢNG GIÁC

Giải các phƣơng trình sau:

5x 3x

1. 4cos cos + 2(8sinx-1)cosx = 5 (D - 2010)

2 2

2. (sin2x+cos2x)cosx + 2cos2x - sinx = 0 (B - 2010)

 

(1  sin x  cos 2 x) sin x  

3.  4



1

cos x (A - 2010)

1  tan x 2

4. 3 cos5x - 2sin3xcos2x - sinx = 0 (D - 2009)

5. sinx + cosxsin2x+ 3 cos3x = 2(cos4x+ sin3x) (B - 2009)

6.

1  2 sin x  cos x  3 (A - 2009)

1  2 sin x 1  sin x 

7. 2sinx(1+2cos2x)+ sin2x = 1 + 2cosx (D - 2008)

8. sin3x - 3 cos3x = sinxcos2x - 3 sin2xcosx (B - 2008)

1 1  7 

9.   4 sin  x (A - 2008)

sin x  3   4 

sin x  

 2 

2

 x x

10.  sin cos   3 cos x 2 (D - 2007)

 2 2

11. 2sin22x + sin7x - 1 = sinx (B - 2007)

12. (1 + sin2x)cosx + (1 + cos2x)sinx = 1 + sin2x (A - 2007)

13. cos3x + cos2x - cosx - 1 = 0 (D - 2006)

14. cot x  sin x1  tan x tan   4

x

  (B - 2006)

 2



2 cos x  sin x   sin x cos x  0

6 6



15. (A - 2006)

2 2 sin x

 

16. cos4x + sin4x + cos  x   sin  3x   - = 0

3

    (D - 2005)

 4  4 2

17. 1 + sinx + cosx + sin2x + cos2x = 0 (B - 2005)

18. cos23xcos2x - cos2x = 0 (A - 2005)

19. (2cosx - 1)(2sinx + cosx) = sin2x - sinx (D - 2004)

20. 5sinx - 2 = 3(1 - sinx)tan2x (B - 2004)

x   x

sin    tan x  cos 0

2 2 2

21. (D - 2003)

2 4 2

2

22. cotx - tanx + 4sin2x = (B - 2003)

sin 2 x

cos 2 x 1

23. cotx - 1=  sin 2 x  sin 2 x (A - 2003)

1  tan x 2

24. cos3x - 4cos2x + 3cosx - 4 = 0 (D - 2002)

25. sin23x - cos24x = sin25x - cos26x (B - 2002)

cos 3 x  sin 3 x 

26. 5  sin x 

   cos 2 x  3 (A - 2002)

 1  2 sin 2 x 

27. 2sin2x - cos2x = 7sinx + 2cosx - 4 (ĐHQGHN - 2001)

1

28. cos3xcos3x - sin3xsin3x = cos34x + (ĐHNNHN - 2001)

4

29. sin2x + 2tanx = 3 (ĐHBKHN - 2001)

  9

30. sin4x + sin4(x + ) + sin4 (x - ) = (ĐHGTVT - 2001)

4 4 8

1 2

31. 48 - 4

 2

(1+cot2xcotx) = 0 (ĐHMĐC - 2001)

cos x sin x

3 x  1   3 x 

32. sin 

    sin    (ĐHThủy lợi - 2001)

 10 2  2  10 2 

33. sin2x - cos2x = 3sinx +cosx - 2 (ĐHNN1 - 2001)

34. 4sin3xcos3x + 4cos3xsin3x + 3 3 cos4x = 3 (HVCNBCVVT - 2001)

35. tan2xcot22xcot3x = tan2x - cot22x + cot3x (ĐH Luật - 2001)

2

36. 2

 2 tan

2

x + 5tanx + 5cotx + 4 = 0 (ĐH TM - 2001)

sin x x x

4 4

37. sin 2 + cos 2 = 1 - 2sinx (ĐH Công đoàn - 2001)

 

38. cos  2 x   + cos  2 x   + 4sinx = 2 + 2 (1 - sinx) (ĐH Hàng hải - 2001)

   

 4  4

39. sin2x + 2cos2x = 1 + sinx - 4cosx (ĐH An ninh 2001)

2 2

40. 2cos2x + sin xcosx + cos xsinx = 2(sinx + cosx) (ĐHDL PĐ - 2001)

2 2 2

41. sin x + sin 2x + sin 3x = 2 (ĐHSP TPHCM)

42. cos3x + 2 cos 3x = 2(1 + sin 2x) 2

2

(HVNH TPHCM)

1

43. sin4x + cos4x = sin2x -

2

44. 4sin3x + 4sin2x + 3sin2x + 6cosx = 0


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