In many ways Kant, without knowing anything about Sidney, nevertheless follows from Sidney particularly in this, as you'll see.
康德在很多方面,尽管他并不认识西德尼,却遵循了西德尼的理论,尤其是这一点,就像你们看到的。
But, as you've seen, the mythic quality of America has pushed Komfee Kabins all of that aside.So,it's not just the Komfee Kabins that we don't see; it's the whole history of slavery.
但就像你们看到的,美国的神话这一要素将,那些都推到了一旁,所以这不是我们看不见;,这涉及整个奴隶制的历史。
You have to pass it as input to another function, as you'll see as possible in problem's Set One specification, but it's ultimately up to you.
你需要把它传给另一个函数当入参,就像你们将,在习题集1中可能看到的,但它最终取决于你。
If we only ask these questions, we will miss,literally miss an important part of reality, just like you missed the children on the bus in the exercise.
如果我们只问了这些问题,就会错过现实中很重要的部分,像你们在练习中没看到公车上的孩子一样。
He heaps up the waters with a blast of wind, like a storm at sea, Baal and this is reminiscent of the Canaanite storm god Baal, as you see on your handout. Baal is said to ride on the clouds, he's a storm god, and he's accompanied by wind and rain.
他用狂风掀起巨浪,就像海上的风暴,难免让人想起迦南传说中的暴风之神,就像你们在讲义上看到的一样,Baal腾云驾雾,是暴风之神,带来风和雨。
So we can think of a third case where we have the 3 s orbital, and in the 3 s orbital 0 we see something similar, we start high, we go through zero, where there will now be zero probability density, as we can see in the density plot graph.
第三个例子那就是,3s轨道,在3s轨道里,我们看到类似的现象,开始非常高,然后穿过,这里,概率密度是0,就像你们在概率密度图里看到一样,然后我们到负的。
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