So in terms of total numbers that we would need to complete our octets and fill our valence shells, we would need 18 electrons.
因此要填满我们的“八隅体“,排满所有的价壳层,我们总共需要十八个电子。
I think overall, there'd be about 50 fashion schools that are actually producing good work and,
我想总共,大约有五十家时装学校,他们设计非常好的作品,
In this case, 6 valence electrons for each oxygen, so we have 18 total valence electrons.
在这种情况下,每个氧原子都有六个价电子,因此我们总共有十八个价电子。
So at this point in the story-- at this level in the story, if you will, I've touched one, two, three, four numbers total or I've made two comparisons.
那么这时,我总共已经动过了1,2,3,4个数字,或者说我做了两次比较。
s2 3p5 That gives us 14, and that's 3s2, 3p5, and so we've got to come up with, we have 32 electrons that we have to use.
则是14,为,因此我们能想到的是,总共需要32个电子。
There are ten million shares outstanding-- I'm going to buy ten million shares.
总共发行了一千万股,我就买下一千万股
How many chords were there altogether?
那么这里总共有多少和弦?
Log n Log n, because at each stage I'm cutting the problem in half. So I start off with n then it's n n/2 n/4 n/8 over two n over four n over eight.
因为总共有多少层?,因为在每一层,我都是把问题分解成两半,因此以n开始,然后是。
And there's only about 150 people in total, the entire program. So it's definitely smaller.
总共只有大概150人,整个项目就这些人。所以人数少很多。
And so you're able to take... I don't know how many there are.
所以你可以做一下以前的考题……我不知道总共有多少份。
Some scholars have noticed that the plagues are organized in three sets of three.
许多学者发现,瘟疫是三个一组,总共三组。
All right so these people, stay up a second so the camera can see you.
总共就这些人,站好,让摄像机拍一下你们
There's all over 10 million people in Los Angeles County,
洛杉矶郡总共有超过1000万人,
Well, suppose there were 5 billion people Roughly half of them are men half of them are women What we want to know then is how many possible people could the 2 5 billion men make altogether ? with the 2 5 billion women?
假设这有50亿人,非常粗糙地分为一半男,一半女,我们下面想知道的是,25亿男人和,25亿女人总共在一起,能制造多少可能的人?
and then by Eurostar and total of 5-hour travel.
然后坐欧洲之星,总共5小时的旅程。
So, we end up with a total of six electrons that are possible that have that 2 p orbital value.
所以我们最后,总共得到了6个电子,在所有可能的“2p“轨道值中。
And to recap, we just did three steps.
概而述之,我们总共走了三步。
That's four items. Show up, sit down, and the first question is does anybody have a pen?
总共4件东西,你们来到,坐下,第一个问题是你们有带铅笔吗?
Our step three is to figure out how many bonding electrons that we need, or excuse me, how many total electrons that we need to fill up our octets, so that's just going to be 4 times 8, which is 32.
我们的第三步是判断,我们需要多少个成键电子,不好意思,是我们总共需要多少个电子,才能填满所有“八隅体“,那么这就应该是四乘上八,也就是三十二。
Now, the critical thing to understand about a corporation is that in order to value a share in a corporation you absolutely have to know the number of shares outstanding.
理解这类公司的关键在于,要衡量一家公司股票的价值,你必须清楚总共发行的股票数量
It doesn't mean anything until you know how many shares are outstanding because if I own one thousand shares and then you look it up and find out how many shares are outstanding-- there are one thousand-- you say, hey I own the whole company.
这毫无意义,除非你知道总共发行的股票数量,如果你有十手股票,但后来发现,总共发行的股票数量,就是一千股,你就可以说,整个公司都是我的
All in all, in the l shell, I have the possibility of eight different configurations.
所以总的来说,在L层,总共可能有八种不同构型。
It's all the fish that you caught, so there's nothing to be proud of if you had one big success.
关键在于你总共捕到过多少条鱼,而一次巨大的成功,没什么值得骄傲的。
So we end up having 26 valence electrons that we're dealing with here.
那么我们总共有二十六个价电子,在这种情况下。
It's mine if I own one thousand shares and there are one thousand outstanding.
公司是我的,我有一千股,而公司总共也就发行了一千股
So we end up having 10 valence electrons.
结果是我们总共有十个价电子。
We have talked about four different ones.
我们总共讨论了四个周期性规律。
Those are the five steps.
这里总共有5步。
I've got eight elements.
七次操作,对吗?总共有8个元素。
8 This gives me, in total, 18.
所以总共是。
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