6.2 偏导数的应用 Flashcards

1
Q

6.2 偏导数的应用

A

111

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2
Q

6.2.1 几何应用

A

111

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3
Q

6.2.1.1 空间曲线的切线与法平面

A

111

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4
Q

6.2.1-例1

A

112

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5
Q

6.2.1.2 曲面的切平面与法线

A

114

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6
Q

6.2.1-例2

A

116

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7
Q

6.2.1-例3

A

116

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8
Q

6.2.2 方向导数 梯度

A

117

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9
Q

6.2.2.1 方向导数

A

117

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10
Q

6.2.2-定理

A

118

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11
Q

6.2.2-例2

A

120

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12
Q

6.2.2.2-数量场的等量面和梯度

A

120

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13
Q

6.2.2-例3

A

123

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14
Q

6.2.2-例4

A

123

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15
Q

6.2.2-例5

A

124

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16
Q

6.2.3 二元函数的泰勒展式

A

124

17
Q

6.2.3-例

A

126

18
Q

6.2.4 二元函数的极值

A

127

19
Q

6.2.4.1 利用偏导数求二元函数的极值

A

127

20
Q

6.2.4-极值存在的充分条件

A

128

21
Q

6.2.4-例1

A

132

22
Q

6.2.4-例2

A

132

23
Q

6.2.4-例3

A

133

24
Q

6.2.4.2 条件极值-拉格朗日乘数法

A

133

25
Q

6.2.4-例4

A

136

26
Q

6.2.4-例5

A

137

27
Q

6.2.4-例6

A

138