成大94微積分
細節我忘了,希望有人能持續提供
1.找所有可能漸近線
f(x) = ln(1+e^x)
2.求導函數
f(x) = sinx , x<0
ln(1+2x) ,x>=0
3.求弧長f(x) = x^3/2 0<x<4
4.判定歛散sigma 1/n(ln n)^2
5.求積分 1
∫ x^(-1/2) (1-x)^(-1/2) dx
0
6.
7.Lagrange method
x+y+2z=0與z=x^2+y^2 截出之曲線與原點最遠距離
8.
9.偏導F(u-v,u+v)=0對v微[其中u為v之函數]
10.線積分f(x,y,z)=-y^2 i + xj + z^2k 其中z=2,x^2+y^2=1
ps:聽說大人有去考,遺憾沒能見到真面目!
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◆ From: 140.116.143.21
→
140.116.143.21 07/10, , 1F
140.116.143.21 07/10, 1F
→
140.116.143.21 07/10, , 2F
140.116.143.21 07/10, 2F
推
59.113.26.126 07/10, , 3F
59.113.26.126 07/10, 3F
推
61.223.236.42 07/10, , 4F
61.223.236.42 07/10, 4F
→
61.223.236.42 07/10, , 5F
61.223.236.42 07/10, 5F
→
61.70.69.14 07/10, , 6F
61.70.69.14 07/10, 6F
推
218.160.176.158 07/12, , 7F
218.160.176.158 07/12, 7F
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