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Pythagoras相关的网络例句

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与 Pythagoras 相关的网络例句 [注:此内容来源于网络,仅供参考]

Indeed, no less a thinker than Pythagoras, he of hypotenuse fame, logged some impressive early results.

确实,没有一个思想家比毕达哥拉斯这个发现了勾股定律的人得出了更早更令人印象深刻的结论。

In Plato's "Symposium", Aristophanes argues that the origins of love lie in the search for symmetry, while Pythagoras and Theaetetus—who discovered the icosahedron, the geometric shape with 20 triangular faces—explored the symmetries of geometric figures.

在柏拉图的《会饮篇》中,阿里斯托芬提出爱的缘起就在于对对称的寻觅,而毕达哥拉斯和发现由二十个三角形面组成的二十面体的泰阿泰德则探究几何形体的对称。

An eclectic in his thinking, he combined much that had been suggested by Parmenides, Pythagoras and the Ionian schools.

他在思想上是折中的,结合了很多巴门尼德、毕达哥拉斯与爱奥尼亚学派的观点。

Among the Greeks the members of the Orphic brotherhood and the followers of Pythagoras showed marked tendencies toward the practice of monasticism.

其中希腊人成员对orphic兄弟和追随者毕达哥拉斯有明显的倾向,对实践中修道。

Pythagoras, when he was asked what time was, answered that it was the soul of this world.——Plutarch

有人问毕达哥拉斯什么是时间,他回答说,时间乃是这个世界的灵魂。

Then there is the much talked about formula which we get through the Pythagoras theorem.

然后还有很多谈论的公式,我们才能通过毕达哥拉斯定理。

In fact the theory required is known as Pythagoras' Theorem and involves the use of squares and square roots.

实际上需要的是毕达哥拉斯的定理,并且使用了平方是平方根。

The design was based on a diagram drawn by the 3rd century Chinese mathematician Zhao Shuang to demonstrate Pythagoras theorem that appeared in ancient China first in Zhou Dynasty?

这一设计的基础是公元3世纪中国数学家赵爽的弦图,是为证明发明于周代的勾股定理而绘制的。

To my mind, Nick 's persuasive theory that the origins of the aspects are to be found in triangular geometry and Pythagoras' Theorem is certainly the most convincing to date and is worthy of very serious study by the astrological community.

根据我的意见,尼克的有关相位起源的解释理论可以在三角几何里面被发现,并且毕达哥拉斯的定理在今天当然是最令人信服的,值得占星团体认真学习。

The genius of ancient Greek geometry not only stands the test of time (Pythagoras's theorem is as valid now as when it was first proved); its discoveries can suddenly find new applications in the 21st century.

古希腊的几何学天才们不仅仅经受住了时间的考验(毕达哥拉斯的定理在今天就如同它刚被证明时一样有效),并且他们的发现将会在21世纪找到新的用途。

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