圆周率有0吗，圆周率会出现连续100个0吗

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你说这算不算除尽。

抱歉，你的问题提得不对。

你在问题描述里面都写了圆周率是无限不循环小数，也就是无理数，那你肯定知道无理数不能写成分数的形式。既然它不能用两个互质数相除来表述圆周率，那又何谈“除尽”呢？自相矛盾啊。

圆周率π是无理数，这个网上有很多证明，你可以搜一下。证明一个数是无理数，一般用反证法，假设其是有理数，表述成两个互质数的分数形式，比如p/q，然后推导出p、q不互质，从而证明假设不成立，得出是无理数的结论。

π是无理数毋庸置疑，那么即使它连续出现1000个0，也不妨碍它还是无理数。比如它在小数点后面100亿位之后出现了1000个0，你也不能证明它之后就一直是0。说得极端一点，因为它是无限小数，就是它连续出现1000亿个0，也不妨碍它还是无限不循环小数。