Given any 10 different positive integers less than 100.there

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Given any 10 different positive integers less than 100.there will be two disjoint subsets with the same sum.
举个例子我任意给出10个：44，54，84，24，14，95，67，59，35，48。这10个数的集合里会有2个不相交的子集，他们的和相同比如44，24和54，14。这个是证明题

给定任意10个小于100的正整数.会有两个不相交的子集有相同的和.（感觉逻辑不大通.这两句话本来就是连在一道的么?还是当中有省略的部分呀）如32,42,62,22,12,67,56,33,41

Given any 10 different positive integers less than 100.there 7、The sum of n different positive integers is less than 50.T 英语翻译The sum of n different positive integers is less than 50 All the positive integers less than 49 are multiplied togeth 解一道有英语的奥数题：The sum of n different positive integers is less How many positive integers greater then 5 and less than 500 Of the two-digit positive integers less than 20 how many hav 【GRE数学】How many positive integers less than 20 are equal to 不太清楚,How many positive integers less than 1000 are multiples how many positive even integers less than 1000 can be made u if a,b,and c are distinct positive odd integers less than 6, How many positive integers less than 1000 are multiples of 5