如果说你要知道，关于一元微积分中所有的求导法则。

Let's say that you want to understand actually all these rules about taking derivatives in single variable calculus.

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这和一般的除法求导法则，仅在写法上有点不同。

And that is actually the usual quotient rule just written in a slightly different way.

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对幂指函数的求导法则做了进一步推广，并给出了相应的求导举例。

This article gives a further development of the power exponent function and some related examples.

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Rule for taking derivatives, if you want to do this mindless application of calculus, you can do it.

按求导法则来做,如果你想解决这个微积分的简单应用,你可以很容易做到

耶鲁公开课 - 基础物理课程节选

Now, I hope you guys know that much calculus, that when you take a derivative of a function of a function, namely v square over 2 is a function of v, and v itself is a function of t, then the rule for taking the derivative is first take the v derivative of this object, then take the d by dt of t, which is this one.

我希望你们了解更多的微积分知识,当你对复合函数求导时,也就是说v^/2是关于v的函数,而v本身是关于t的函数,求导的法则应该是,第一步是这一部分对v求导,然后v再对t求导,得到这一部分

耶鲁公开课 - 基础物理课程节选