最小众倍数问题,求大佬帮看哈代码,跑不了
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intleastMajorityMultiple(int a, int b, int c, int d, int e){int max =1; while(1==1){ int cnt = 0; if(max%a == 0){cnt ++;} if(max%b == 0){cnt ++;} if(max%c == 0){cnt ++;} if(max%d == 0){cnt ++;} if(max%e == 0){cnt ++;} if(cnt>=3 ){ break; }else{max++;} } return max;}
最小众倍数是啥意思
如果是最小公倍数的话,不应该先求最大公约数吗,你那代码是神马鬼,看不懂啊 公倍数的思路是同时满足对这些数求余等于0,先if(max%a==0),然后下一个判断条件包含在if语句下,相当于套娃那样,满足这个再进行判断下一个是否满足那样。然后看你的代码,为什么是cnt>=3?既然是公倍数,那肯定对这些数求余都要等于0,应该是cnt==5吧。也可以直接在都满足的条件下直接break,就不需要用cnt这个变量了。
int leastMajorityMultiple(int a, int b, int c, int d, int e) {
int max = 1;
while (true) {
if (max % a == 0) {
if (max % b == 0) {
if (max % c == 0) {
if (max % d == 0) {
if (max % e == 0) { break;
}
}
}
}
}
max++;
}
return max;
}
int main()
{
int num = leastMajorityMultiple(1, 2, 3, 4, 5);
printf("%d",num);
}
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