integrals
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双语例句
- 1. You know that much about integrals.
- 你们应该懂很多积分的。
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- 2. We can convert them to integrals.
- 我们可以把它变成积分。
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- 3. I mean, you are doing single integrals.
- 我的意思是,做一元积分时。
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- 4. That we can turn the sums into integrals.
- 以至于我们可以把求和变成积分。
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- 5. So, line integrals we know how to evaluate.
- 我们知道如何计算线积分。
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- 6. In a few weeks, we will be triple integrals.
- 几个星期后,我们会学习三重积分。
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- 7. OK, anyway, let's move on to line integrals.
- 再转到线积分。
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- 8. Some of them compute different line integrals.
- 它们中的一些在做不同的线积分。
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- 9. What if I add all of the small line integrals?
- 那如果将所有线积分都加起来呢?
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- 10. So then we have integrals instead of sums.
- 那么我们用积分代替求和。
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- 11. I would just calculate three easy line integrals.
- 我只需计算三个简单的线积分。
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- 12. OK. Let's see more ways of taking flux integrals.
- 来看看更多的取通量积分的方法。
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- 13. You don't have to set up all these line integrals.
- 不用建立这些线积分。
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- 14. Let's think about various USES of double integrals.
- 来想想二重积分的其他用途吧。
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- 15. Let's start right away with line integrals in space.
- 现在开始学习空间线积分了。
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- 16. So conceptually it is very similar to line integrals.
- 从概念上来看,这与线积分相似。
youdao
- 17. Well, remember we were trying to do triple integrals.
- 我们学过了三重积分。
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- 18. Anyway, that is double integrals in polar coordinates.
- 这是极坐标系下的二重积分。
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- 19. One is setting up and evaluating double integrals.
- 一个是建立并计算二重积分。
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- 20. So, the first topic will be setting up double integrals.
- 先来说说关于建立二重积分的事。
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- 21. And, surface integrals, we know also how to evaluate.
- 对于曲面积分,也已经知道如何计算。
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- 22. The other one is setting up and evaluating line integrals.
- 另一个是建立并计算线积分。
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- 23. Other kinds of integrals we have seen are triple integrals.
- 我们学过的另一种积分是三重积分。
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- 24. That is because we are only doing double integrals so far.
- 这是由于我们才刚开始做二重积分的缘故。
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- 25. So, in fact, I have to break this into two different integrals.
- 实际上,要拆成两个不同的积分。
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- 26. Unfortunately, it is not quite as simple as with line integrals.
- 很遗憾,它的过程不像线积分那样简单。
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- 27. So now we're going to triple integrals in spherical coordinates.
- 现在,在球坐标中进行三重积分。
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- 28. OK, so I proved that my two line integrals along C1 and C2 are equal.
- 我证出了分别沿着C1和C2的两个线积分是相等的。
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- 29. The advantage of this method is you don't have to write any integrals.
- 这种方法的优点是,不用写出任何积分。
youdao
- 30. The advantage of this method is you don't have to write any integrals.
- 这种方法的优点是,不用写出任何积分。
youdao
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