| 单词 | integers |
| 释义 | DEFINITIVE EXAMPLES 权威例句〔Diophantine equation〕An algebraic equation with two or more variables whose coefficients are integers, studied to determine all integral solutions.丢番图方程：具有二个或二个以上其系数为整数变量的代数方程式，作为探究所有整数解的用途美国传统〔arithmetic〕The mathematics of integers, rational numbers, real numbers, or complex numbers under addition, subtraction, multiplication, and division.算术：整数，有理数，实数或复数进行加，减，乘和除的运算美国传统〔countable〕Mathematics That can be put into a one-to-one correspondence with the positive integers.【数学】 可数的：与正整数有一对一的对应关系的；可数的美国传统〔iff〕An integer n is prime iff the only integers which divide it without remainder are itself and one.整数英汉大词典〔integer〕Both 10 and -10 are integers.*10和-10都是整数。韦氏高阶〔integer〕The numbers -5, 0, and 3 are integers.数字-5，0和3都是整数。剑桥高阶〔integral〕Expressed or expressible as or in terms of integers.整数的：用整数表示的或可用整数表示的美国传统〔irrational number〕Any real number that cannot be expressed as an integer or as a ratio between two integers.无理数：不能用一个整数或两个整数的比率来表示的任何一个实数美国传统〔natural〕Mathematics Of or relating to positive integers.【数学】 自然数的：属于或和自然数有关的美国传统〔partition〕An expression of a positive integer as a sum of positive integers.正整数式：用一个正整数来表示正整数总集合的表达方式美国传统〔rational number〕A number capable of being expressed as an integer or a quotient of integers, excluding zero as a denominator.有理数：一个能用整数或整数之比表达的数字，但零不能做分母美国传统〔rational〕Mathematics Capable of being expressed as a quotient of integers.【数学】 有理的，有理数的：能够变成整数之比的形式的美国传统〔transcendental〕Not expressible as an integer or as the root or quotient of integers. Used of numbers, especially nonrepeating infinite decimals.超越的：不能表示为整数或整数的根或商的，用指来数字，尤其是无限不循环小数美国传统〔unique〕The sum of two integers is unique.两个整数只有一个和。英汉大词典The numbers 5, 0 and 3 are integers.数字5、0和3都是整数。剑桥国际 |
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