我们要进行的就是，一个很简单的数学推导。

And so what I'll go through I s a simple mathematical derivation.

youdao

本文通过数学推导，给出了曲线特征的数学论证。

This paper gives the mathematical prove on the curve features by mathematical deduction.

youdao

本法避免了冗长的数学推导，仅应用了电路的等效变换概念。

These approaches only use the concept of equivalent transformation of circuits, and avoid the tedious mathematical derivation.

youdao

I'll show those again, but what I want to do mostly today is try to put a mathematical statement of the second law in place that corresponds to the verbal statements that we saw last time.

今天我还将跟你们讲这些，但今天的重点是,对上次口头表述内容中的热力学,第二定律,的数学推导,我们上次看到的。

麻省理工公开课 - 热力学与动力学课程节选

OK, let's just turn the crank on the maths.

好，让我们开始数学推导。

麻省理工公开课 - 热力学与动力学课程节选

So if you're going to turn the crank v on the math correctly, you're going Cv to have to change this p into a V somehow.

所以如果哟啊正确地推导,我们需要把这个p变成,因为从数学上说这不是。

麻省理工公开课 - 热力学与动力学课程节选