It's also important, once we start talking about molecules, to have a way to represent them, and also to be able to look at a shorthand notation for a certain molecule and understand what the bond is.
还有很重要一点是,一旦我们开始讨论分子,我们需要有一种表示它们的方法,而且能够从中看出,某些分子的简化符号,并得知键的类型。
Yeah. Absolutely. A lot of emphasis, a lot of variation in tone, and the italics are part of the representation of that.
对,绝对是的,很多的强调,很多语气上的变化,而斜体字就是它的表示方法之一。
But right now, what I want you to be thinking of a wave function as is just some representation of an electron.
但是现在,我想让你们,将波函数仅仅理解为,一个电子的表示方法。
His idea was, the formula written for the opposite one will have the opposite angle; That turns out to be the correct answer.
他的方法是,反过来的方程,以相反的角来表示,那就能推出正确的答案了
Another way of displaying this is in a box notation.
另一个表示这个的方法是放在框记号里面。
One way to draw sort of a schematic diagram of the operation of the human body where it shows separated organ systems and tries to show them in context.
用这种图示的方法,示意人类身体的运作方法,图中单独表示出器官系统,并试图展示它们之间的联系
All right, this is actually kind of nice.
表示变长元素的方法了。
So notice what I did here.
注意下我的表示方法
In general, when we wanna talk about running time, we just need a silly place holder, so we'll call it T for time.
一般情况下,当我们讨论运行时间时,需要一种表示方法,这里T表示时间。
There is another orthography that is used to indicate dipole.
表示偶极还有一种方法,表示偶极。
You can deal with a vector in one of two ways.
你有两种方法来表示矢量
But since in drawing Lewis structures actually, in some cases you do, you can draw a dotted line that means a 1 and 1/2 bond, but most in most cases, we just draw out both resonance structures, and the way that we say it's a resonance structure is that we put it in the brackets and we put an arrow between it.
但是由于在画路易斯结构时,其实,在某些情况下是可以的,你可以画一条虚线来表示一又二分之一键,但是在多数情况下,我们就把两个结构都画出来,而我们说这是一个共振结构的表示的方法是,把它们放在括号里,并在中间放一个双箭头。
What I suggest we do is we do what we did last time and we start to draw a picture to figure out what my expected payoff is, depending on what I believe the goalie is going to do.
我建议用上次的方法,作图来表示在我对门将的策略,存在某种信念下,我的预期收益
You've got to be very used to the notion of taking a vector in some oblique direction and writing it in terms of i and j.
你们应该已经很熟悉,倾斜的坐标系中矢量的概念,和用 i 和 j 来表示该矢量的方法
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