So what I'm going to do is multiply this entire inequality by negative 1.

所以我要做的是将整个式乘以负1。

Just be clear, I'm just multiplying all three sides of this inequality by this number right over here.

明确一点，我只是将这个式的所有三个方面乘以这里的这个字。

But since we are multiplying an inequality by a negative number you have to swap the inequality sign.

但是由于我们将式乘以负，因此您必须交号。

Well, he and I just made a video on a certain quantum mechanical topic - " Bell's inequalities" .

嗯，他和我刚刚制作了一个关于某个量子力学主题的视频——“贝尔式”。

So, in here, the inequality is met: the sum is bigger than 1; and out here it's less than 1.

因此，在这里，式得到满足：总和大于 1；而在这里它小于 1。

But of course, for those of you who want some more passive viewing, don't forget that Henry and I just put out a video on Bell's inequalities over on MinutePhysics.

当然， 对于那些想要更被动观看的人来说，要忘记亨利和我刚刚在 MinutePhysics 上发布了一段关于贝尔式的视频。

So if I do that-- so let me just do that right over-- so if I multiply this entire-- this is really two equations or two inequalities I should say.

因此，如果我这样做——那么让我重新做一遍——所以如果我将其全部相乘——我应该说这实际上是两个方程或两个式。