aliquot

aliquot的音标是["eɪlɪˌkwɒt]，基本翻译是“整数、数目的”，速记技巧是“爱立括特”。

Aliquot的英文词源是拉丁语aliusquotum，意思是“另一个人或物的份额”。它的变化形式主要有复数形式aliquotts，过去式和过去分词形式alienated以及现在分词alienating。

相关单词：数学中的“整数分解”是数学中的一个重要概念，它是指将一个整数分解成若干个质数的乘积。这个概念与aliquot有着密切的联系，因此与之相关的单词有prime numbers（质数）、prime divisor（质因数）、divisible integer（可整除的整数）等。此外，aliquot还与数学中的“组合数学”相关，因此与之相关的单词有combination（组合）、permutation（排列）等。

总之，aliquot作为数学中的一个重要概念，与数学、数论、组合数学等领域密切相关，因此与之相关的单词较多，且具有丰富的变化形式和含义。

常用短语：

1. aliquot part

2. aliquot sum

3. primitive aliquot part

4. non-aliquot part

5. primitive part

6. complete partition

7. incomplete partition

双语例句：

1. The set has an even aliquot sum.

2. The primitive part of the set is 10.

3. The set has a complete partition into 4 aliquot parts.

4. The set has an incomplete partition into 3 aliquot parts and 1 non-aliquot part.

5. The aliquot parts of the number are (1, 4, 9, 16, 25, 36, 49, 64).

6. The aliquot parts of the number are (1, 2, 3, 4, 5, 7).

7. The number is divisible by its aliquot sum.

英文小作文：

Aliquot Part is a very important concept in mathematics. It refers to a part of a whole number that is divisible by its sum of aliquot parts. For example, if we divide the number 49 by its aliquot sum (1+7=8), we get a perfect square number which is the aliquot part of the number. In other words, the aliquot part is a part of the number that can be divided evenly into smaller parts without leaving any remainder. Aliquot parts are very useful in various fields of mathematics and can help us better understand the structure of numbers and their relationships with other mathematical concepts.