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square root of two
Vertaling van "square root of two" in Chinees
十根号二
So, even though we're familiar with only a few irrationals, like square root of two and pi,
所以，尽管你只熟悉几个无理数， 像是根号 2 和圆周率 π，
By executing a program section twice, the program calculates the square root of two numbers that are entered by the user.
的使用。通过将程序段执行两遍，计算由用户输入的两个数的平方根。
However, Hardy's more prominent examples of elegant mathematical discoveries with no use (proofs of the infinitude of primes and of the irrationality of the square root of two) still hold up.
但是不管怎样，哈代的更加明显的关于美丽的数学发现（关于质数无穷多以及2的平方根的无理性的证明）是无用的的例子仍然是成立的。
Within the system of ISO for paper size there is a height-to-width ratio for all of the pages and it is the square root of two.
在ISO的系统为纸张大小有一个高度与宽度的比率为所有的页面，它是2的平方根.
A5 is exactly half the size of A4 size for the ISO paper size all sizes are the square root of two. So for example the width and the height of pages are related to each other like a side and a diagonal area of a square.
A5是A4尺寸时，ISO纸张尺寸的恰好一半大小的所有尺寸的2的平方根. 因此，例如，宽度和页面的高度是彼此相关的像侧和正方形的对角线区.
According to Pythagoras Theorem, the diagonal length would be square root of two, but try as he might, Hippasus could not express this as a ratio of two integers.
根据毕达哥拉斯的理论这个正方形的对角线长度应该为根号二但是无论希帕索斯如何尝试 都不能将根号二变为两个整数的比例形式
If we assume that the square root of two is a rational number, then we can say that the square root of two is A over B,
如果我们假设2的平方根 是个有理数 那么可以说 2的平方根
Although most of the contents of the Elements were already known, Euclid arranged them into a single, coherent logical framework. The Elements was known to all educated people in the West until the middle of the 20th century and its contents are still taught in geometry classes today. In addition to the familiar theorems of Euclidean geometry, the Elements was meant as an introductory textbook to all mathematical subjects of the time, such as number theory, algebra and solid geometry, including proofs that the square root of two is irrational and that there are infinitely many prime numbers.
尽 管绝大多数《几何原本》中的内容都是已知的，但是欧几里得将他们组合成了条理分明的一套逻辑框架体系［53 ］ 。 《几何原本》因在20世纪中期前教导了所有的西方人而闻名，其中的内容依然在今天的几何课上讲授［54 ］。 除了欧几里得几何中令人熟悉的定理以外 ， 《 几何原本》还是当时所有的数学科目的入门课本，例如 数论、代数和立体几何［53 ］ ， 包括了2的平方根是无理数，以及素数有无穷多个的证明。
I ten square root of two you.
我十根号二妳
I ten square root of two you.
我十根号二你
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