1.2 极限 Flashcards

1
Q

1.2 极限

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2
Q

1.2.1 数列的极限

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3
Q

1.2.1.1 数列极限的定义

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4
Q

1.2.1-例1

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5
Q

1.2.1-例2

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6
Q

1.2.1-例3

A

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7
Q

1.2.1-例4

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8
Q

1.2.1.2 数列极限的性质

A

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9
Q

1.2.1-唯一性

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10
Q

1.2.1-有界性

A

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11
Q

1.2.1-保序性

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12
Q

1.2.1-保序性-推论2

A

25

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13
Q

1.2.1.3 数列的四则运算

A

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14
Q

1.2.1-定理4

A

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15
Q

1.2.1-例5

A

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16
Q

1.2.1-例6

A

28

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17
Q

1.2.1.4 数列的收敛判别法

A

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18
Q

1.2.1-夹逼定理

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19
Q

1.2.1-例7

A

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20
Q

1.2.1-确界存在定理

A

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21
Q

1.2.1-例8

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22
Q

1.2.1-准则2

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23
Q

1.2.1-例8

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24
Q

1.2.1-例9

A

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25
Q

1.2.1-定理7

A

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26
Q

1.2.1-区间套定理

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27
Q

1.2.1-致密性定理

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28
Q

1.2.1-柯西收敛准则

A

38

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29
Q

1.2.1-例10

A

39

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30
Q

1.2.1-例11

A

40

31
Q

1.2.2 函数的极限

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40

32
Q

1.2.2.1 自变量趋于无限时,函数的极限

A

40

33
Q

1.2.2-例1

A

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34
Q

1.2.2.2 自变量收敛时,函数的极限

A

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35
Q

1.2.2-例2

A

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36
Q

1.2.2-例3

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37
Q

1.2.2.3 函数的单侧极限

A

45

38
Q

1.2.2-定理

A

46

39
Q

1.2.2-例4

A

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40
Q

1.2.3 函数极限的性质和运算

A

48

41
Q

1.2.3.1 函数极限的性质

A

48

42
Q

1.2.3-唯一性

A

48

43
Q

1.2.3-局部有界性

A

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44
Q

1.2.3-保序性

A

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45
Q

1.2.3.2 函数极限的四则运算

A

50

46
Q

1.2.3-定理4

A

50

47
Q

1.2.3-例1

A

50

48
Q

1.2.3-例2

A

51

49
Q

1.2.3-例3

A

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50
Q

1.2.3-例4

A

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51
Q

1.2.3-例5

A

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52
Q

1.2.3-例6

A

52

53
Q

1.2.4 函数极限与数列极限的关系

A

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54
Q

1.2.4-海涅定理

A

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55
Q

1.2.4-例

A

54

56
Q

1.2.5 函数极限存在判别准则

A

55

57
Q

1.2.5-夹逼定理

A

55

58
Q

1.2.5-例1

A

55

59
Q

1.2.5-例2

A

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60
Q

1.2.5-例3

A

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61
Q

1.2.5-例4

A

56

62
Q

1.2.5-例5

A

59

63
Q

1.2.6 无穷小量和无穷大量

A

59

64
Q

1.2.6.1 无穷小量

A

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65
Q

1.2.6-例1

A

59

66
Q

1.2.6.2 无穷大量

A

60

67
Q

1.2.6-例3

A

61

68
Q

1.2.6.3 无穷小量与无穷大量间的关系

A

61

69
Q

1.2.6-定理1

A

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70
Q

1.2.6.4 函数极限的无穷小量表示

A

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71
Q

1.2.6-定理2

A

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72
Q

1.2.7 无穷小量的性质

A

63

73
Q

1.2.8 无穷小量的比较

A

63