Sure. We could try multiple regressions with varying physical and experimental constants.

可以啊。我们试试用不同的物理常数与实验常数进行多元回归分析。

But there are independent ways to measure the Hubble constant.

但是还有别的的测量哈勃常数的方法。

Now, they're defined by natural mathematical constants that never change.

它们是由不变的自然数学常数定义的。

Say you increase the size of Earth, so Earth's gravitational constant increases.

假设了地球的大小，地球的引力常数就会。

For every planet, no matter its period or distance, that constant is the same number.

对于每一颗行星，无论它的期或距离，这个常数都是相同的数字。

Mathematically, the work function equals the product of Planck's constant and the threshold frequency.

在数学上，功函数等于普朗克常数频率的乘积。

This is the mystery constant which Alice doesn't yet know.

这是 爱丽丝还不知道的神秘常数。

With a funny rate that contains all the elementary rate constants as part of it.

一个有趣的速率包含所有基本的速率常数, 作为它的一部分。

It turns out, that orbit is the square root of 27 times just a handful of fundamental constants.

结果是，轨道是27倍于少数基本常数的平方根。

So we see that they are directly proportional, and the mass is that how proportional they are.

由此我们可以得出 力与速度为正比例关系。质量是他们的比例常数。

This allows you to redefine Avogadro's constant. At the moment, Avogadro's constant is defined

我们可以用这个来从新定义阿伏伽德罗常数。 现在阿伏伽德罗常数的定义取决於公斤。

This is a great question because we are constantly wondering if the constants of nature really are constant.

这是一个很好的问题，因为我们一直在思考自然界的常数是否真的是常数。

But where is that constant coming from, and why is it different for different amounts of gas at different temperatures?

但这个常数是那里来的? 为什么气体量温度变了之后，它也变了呢?

For example, the skill of subtracting constants from both sides of an algebraic equation.

例如，从代数方程的两边减去常数的技能。

Now we apply these figures to our formula for the equilibrium constant.

现在我们将这些数字应用到平衡常数的公式中。

Then finally, this is a constant with respect to m.

然后最后，这是一个关于斜率m的常数。

There's no n here, so this is a constant with respect to n.

这里没有n，所以这是一个关于n的常数。

You know, the fundamental constants of nature.

知道， 自然界的基本常数。

The fundamental constants of the universe do not alter with time or place.

宇宙的基本常数不会随时间地点而改变。

But you might be wondering – how did Avogadro come up with such a number?

但是可能会想——阿伏德罗是怎么得出这样一个常数的？