star999 发表于 2020-9-12 13:21:46

为什么课后的作业不可以输入小数,int函数不是允许小数吗?

temp=input('输入一个数字: ')
guess=int(temp)

if(1<=guess<=100):
    print('你的妹妹好漂亮!')
else:
    print('你的小弟弟好丑啊!')
为什么上列代码运行时不能输入小数,int函数不是允许小数的存在吗?应该要如何改进?
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查看完整版本: 为什么课后的作业不可以输入小数,int函数不是允许小数吗?