更多的查看：（下面的Flash版本可以直接显示公式）
http://point.mathfan.com/Flash/FunnyDic/FunnyDic.swf?ID=385

wiki版本
http://www.mathfan.com/Wiki/index.php?doc-view-672.html

使用Firefox可以直接查看到公式
`C' = 0 `

`(x^n)' = n x^(n-1) `

`(e^x)'=e^x`

`(sinx)'=cosx`

`(cos x)'=- sin x`

`(tgx)' = \sec ^2 x `

` (ctgx)' = - \csc ^2 x `

` (\sec x)' = \sec x \cdot tgx `

` (\csc x)' =  - \csc x \cdot ctgx `

` (a^x )' = a^x \ln a `

`(\log _a x)' = \frac{1}{{x\ln a}} `

`(\arcsin x)' = \frac{1}{\sqrt {1 - x^2 } }`

` (\arccos x)' = - \frac{1}{\sqrt {1 - x^2 } }`

` (arctgx)' = \frac{1}{1 + x^2 } `

` (arc ctgx)' = - \frac{1}{1 + x^2 } `

设u=u(x) v=v(x)都可以求导

`(u+-v)'=u'+-v'`

`(uv)'=u'v+uv'`

`(u/v)'=(u'v-uv')/(v^2)`

http://www.equationsheet.com/sheets/Equations-13.html