6 nierownosci wymierne+odp, matematyka srednia


Rozdział 6 - NIERÓWNOŚCI WYMIERNE

Lp.

Nierówność

Dziedzina

Postać uproszczona

WYNIK

1

0x01 graphic

D=R \ {2,3}

3(x-2)(x-3)0x01 graphic
0

Z=(2,3)

2

0x01 graphic

D=R \ {-1,1}

(-2x2+2x-1)(x2-1)0x01 graphic
0

Z=(-1,1)

3

0x01 graphic

D=R \ {0;2}

Z=0x01 graphic

4

0x01 graphic

D=R \ {-1}

(x2-2x)(x+1)0x01 graphic
0

Z=(-0x01 graphic
,-1)0x01 graphic
0x01 graphic

5

0x01 graphic

D=R \ {2,4}

(x2-4x+3)(x2-6x+8)0x01 graphic
0

Z=0x01 graphic
;2)0x01 graphic
0x01 graphic
;4)

6

0x01 graphic

D=R \ {0}

(-x-5)x<0

Z=(-0x01 graphic
,-5) 0x01 graphic
(0,+ 0x01 graphic
)

7

0x01 graphic

D=R \ {0;5}

x(x-2)(x+2)(x-5)

Z=(-0x01 graphic
,-2)0x01 graphic
(0;2)0x01 graphic
(5,+ 0x01 graphic
)

8

0x01 graphic

D=R \ {0}

x(x-1)2<0

Z=(-0x01 graphic
,0)

9

0x01 graphic

D=R \ {0x01 graphic
}

(x-3)(x-0x01 graphic
)0x01 graphic
0

Z=(-0x01 graphic
,0x01 graphic
0x01 graphic
,+ 0x01 graphic
)

10

0x01 graphic

D=R \ {-1,1}

(x+1)2(x-1)0x01 graphic
0

Z=(-0x01 graphic
,-1)0x01 graphic
(-1,1)

11

0x01 graphic

D=R \ {2}

(3x-1)(x-1)(x+1)
(2-x)>0

Z=(-1,0x01 graphic
)0x01 graphic
(1,2)

12

0x01 graphic
<3

D=R \ {-0x01 graphic
}

(x+2)(x-8)(2x+5)<0

Z=(-0x01 graphic
,-0x01 graphic
)0x01 graphic
(-2,8)

13

0x01 graphic
>0

D=R \ {-1,0}

x(x+1)(x+2)(x-0x01 graphic
)>0

Z=(-0x01 graphic
,-2)0x01 graphic
(-1,0) 0x01 graphic
(0x01 graphic
,+0x01 graphic
)

14

0x01 graphic

D=R\{-3,-2,3}

(x-3)(x+3)(x-2)<0

Z=(-0x01 graphic
,-3)0x01 graphic
(-2,3)

15

0x01 graphic

D=R \ {2}

(x+6)(x-2)0x01 graphic

Z=(-0x01 graphic
,-0x01 graphic
0x01 graphic
(2,+0x01 graphic
)

16

0x01 graphic

D=R \ {2,4}

(x-1)(x-2)(x-3)(x-4)0x01 graphic
0

Z=0x01 graphic
,2)0x01 graphic
0x01 graphic
,4)

17

0x01 graphic
<0

D=R \ {-1,3}

(x-3)(x+1)<0

Z=(-1,3)

18

0x01 graphic
>0

D=R \ {-1}

x(x+2)(x+1)<0

Z=(-0x01 graphic
,-2)0x01 graphic
(-1,0)

19

0x01 graphic
>0

D=R \ {1,5}

(x-3)2(x-5)(1-x)>0

Z=(1,5) \ {3}

20

0x01 graphic
>x

D=R \ {2}

9x(x-2)>0

Z=(-0x01 graphic
,0)0x01 graphic
(2,+0x01 graphic
)

21

0x01 graphic
<1

D=R \ {0x01 graphic
}

2x-5<0

Z=(-0x01 graphic
,0x01 graphic
)

22

0x01 graphic

D=R \ {-1,1}

(-5x+4)(x-1)(x+1)0x01 graphic

Z=(-1,0x01 graphic
0x01 graphic

23

0x01 graphic
>-1

D=R \ {1}

2x(x-1)>0

Z=0x01 graphic

24

0x01 graphic

D=R \ {1,3}

x(x-5)(x-1)(x-3)<0

Z=0x01 graphic

25

0x01 graphic
>0

D=R \ {1,-1}

2(1-x)(1+x)>0

Z=(-1,1)

26

0x01 graphic
>0

D=R \ {-2,1}

(x+2)(x2+x-2)>0

Z=0x01 graphic

27

0x01 graphic

D=R \ {-1}

(-x+2)(x+1)0x01 graphic
0
lub (x+4)(x+1)0x01 graphic
0

Z=0x01 graphic

28

0x01 graphic

D=R \ {2,3}

Z=0x01 graphic

29

0x01 graphic

D=R \ {6,10}

Z=0x01 graphic

30

0x01 graphic

D=R\{0,1,-1}

-x2(x+1)(x-1)(x-4)0x01 graphic
0

Z=0x01 graphic

31

0x01 graphic

D=R \ {-1}

Z=(-1, +0x01 graphic
)

32

0x01 graphic

D=R \ {-2, 3}

0x01 graphic

33

0x01 graphic

D=R \ {-1, 4}

0x01 graphic

34

0x01 graphic

D=R

0x01 graphic

35

0x01 graphic

D=R \ {4}

0x01 graphic

36

0x01 graphic

D=R

Z=(0,2)

37

0x01 graphic

D=R \ {2,10}

Z=0x01 graphic

38

0x01 graphic

D=R \ {1}

Z=0x01 graphic

39

0x01 graphic

D=R \ {2}

Z=0x01 graphic

40

0x01 graphic

D=R \ {-2}

Z=0x01 graphic

41

0x01 graphic

D=R \ {0x01 graphic
}

Z=0x01 graphic

42

0x01 graphic

D=R \ {2}

Z=0x01 graphic

43

0x01 graphic

D=R \ {-1,2}

-4(2x-1)(x+1)(x-2)0x01 graphic

Z=0x01 graphic

44

0x01 graphic

D=R \ {1}

Z=0x01 graphic

45

0x01 graphic

D=R \ {-1}

Z=0x01 graphic

46

0x01 graphic

D=R\{-4,0,4}

Z=0x01 graphic

47

0x01 graphic

D=R \ {-2}

Z=0x01 graphic

48

0x01 graphic

D=R \ {2,3}

Z=0x01 graphic

49

0x01 graphic

D=R\{0x01 graphic
}

Z=0x01 graphic

50

0x01 graphic

D=R \ {1,5}

Z=0x01 graphic

51

0x01 graphic

D=R \ {-2,-3}

Z=0x01 graphic

52

0x01 graphic

D=R \ {1,3}

Z=(0,1)0x01 graphic
(3,5)

53

0x01 graphic

D=R \ {1}

Z=0x01 graphic

54

0x01 graphic

D=R \ {0}

Z=(0,2)

55

0x01 graphic

D=R \ {-1,-2}

Z=0x01 graphic

56

0x01 graphic

D=R

Z=0x01 graphic

57

0x01 graphic

D=R \ {3}

Z=0x01 graphic

58

0x01 graphic

D=R \ {0,6}

Z=0x01 graphic

59

0x01 graphic

D=R \ {2}

Z=0x01 graphic

60

0x01 graphic

D=R \ {5}

Z=0x01 graphic

61

0x01 graphic

D=R \ {-2}

Z=0x01 graphic

62

0x01 graphic

D=R\{-1,0x01 graphic
}

Z=0x01 graphic

63

0x01 graphic

D=R \ {-2}

Z=0x01 graphic

64

0x01 graphic

D=R \ {-1,2}

Z=0x01 graphic

65

0x01 graphic

D=R \ {-1,3}

Z=0x01 graphic

66

0x01 graphic

D=R \ {0,1}

Z=0x01 graphic

67

0x01 graphic

D=R \ {2,1}

Z=0x01 graphic

68

0x01 graphic

D=R \ {2,-1}

Z=(-1,2)

69

0x01 graphic

D=R \ {3,5}

Z=0x01 graphic

70

0x01 graphic

D=R \ {1,-1}

Z=0x01 graphic

71

0x01 graphic

D=R\ {0x01 graphic
}

Z=0x01 graphic

72

0x01 graphic

D=R \ {1,-3}

Z=0x01 graphic

73

0x01 graphic

D=R \ {1,5}

Z=(1,5)

74

0x01 graphic

D=R \ {2,3}

Z=0x01 graphic

75

0x01 graphic

D=R \ {-1,1}

Z=0x01 graphic

76

0x01 graphic

D=R \ {3,-2}

Z=0x01 graphic

77

0x01 graphic

D=R \ {-2,2}

Z=0x01 graphic

78

0x01 graphic

D=R \ {1,3}

Z=(3,5)

79

0x01 graphic

D=R \ {1,-1}

Z=0x01 graphic

80

0x01 graphic

D=R \ {1,-2}

Z=(-5,-2)

81

0x01 graphic

D=R \ {0}

Z=0x01 graphic

82

0x01 graphic

D=R \ {-1,1}

Z=0x01 graphic

83

0x01 graphic

D=R\ {0x01 graphic
}

Z=0x01 graphic

84

0x01 graphic

D=R \ {-3,3}

Z=0x01 graphic

85

0x01 graphic

D=R

Z={2}



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