| EXAMPLE SENTENCES | ||
|---|---|---|
在自然数的集合里，每个数字不是奇数就是偶数。 In the set of natural numbers, every number is either odd or even. | ||
最简单的真数是自然数，即平时我们口数的一、二、三…。 The simplest real Numbers are the natural Numbers, which are just the ordinary counting number l, 2, 3... | ||
在单点交叉过程中引入了逆序数向量进行交叉，简化了自然数序列的交叉过程。 During the single dot cross operation, import the athuard ordinal number arrow, simplify the cross operation of the natural sequence. | ||
借助牛顿公式和韦达定理，采用迭代的方法求解类似于自然数等幂和的问题。 With the help of Newton formula and Vieta theorem, iterative method was used to solve problems of power sum. | ||
可以把这种对应看作是各负责另一人之安全的两人同行制，每一个自然数都与某个正分数配对，反之亦然。 You could think of this correspondence as a buddy system in which each natural number is paired with some positive fraction, and vice versa. | ||
在自然数的集合里，每个数字不是奇数就是偶数，不存在一个偶数或多或少比另一个偶数更像偶数这样的情形。 In the set of natural Numbers, every number is either odd or even, and there is not one even number that is more or less even than any other even number. | ||
在一个与自然数有关的问题中，通过寻找递推关系，由初始值递获得所需结果的方法称之为递推法。 In a problem concerning the natural number, the way of seeking recursion relationship and getting the reseclt from primary value recursion is called recursion method. | ||
