Jerry~Mouse 发表于 2021-3-13 11:16:27

问一问关于函数的问题

def xiatiya(a,b):
    if a >= b:
      xiatiya(a//b,b)
    print(a%b,end = '')
a = int(input())
b = int(input())
xiatiya(a,b)
最后的输出为什么不是1,函数反复调用后才会print结果呀,所以print应该只有一个数,但是答案上是10000011

逃兵 发表于 2021-3-13 11:19:11

不满足 if a >= b就会打印,并且end=''

所以你看到的是一个一个打印出来的内容

拼接成了最后的10000011

Jerry~Mouse 发表于 2021-3-13 11:26:19

逃兵 发表于 2021-3-13 11:19
不满足 if a >= b就会打印,并且end=''

所以你看到的是一个一个打印出来的内容


那为什么不是1呢,换句话问,我觉得应该只会打印出不满足的那个时候的值,为啥会打印那么多出来

逃兵 发表于 2021-3-13 11:29:01

Jerry~Mouse 发表于 2021-3-13 11:26
那为什么不是1呢,换句话问,我觉得应该只会打印出不满足的那个时候的值,为啥会打印那么多出来

a和b各是多少

Jerry~Mouse 发表于 2021-3-13 11:30:35

逃兵 发表于 2021-3-13 11:29
a和b各是多少

a=131 b=2

逃兵 发表于 2021-3-13 11:50:34


def xiatiya(a,b):
    if a >= b:
      xiatiya(a//b,b)
    print(a%b,end = '')
我们看xiatiya这个函数
if和print()在同一个缩进上
就是不论执不执行if中的内容,最终都会print()

xiatiya(131,2)
相当于执行
xiatiya(65,2)
print(131%2,end='')
相当于
xiatiya(32,2)
print(65%2,end='')
print(131%2,end='')
相当于
xiatiya(16,2)
print(32%2,end='')
print(65%2,end='')
print(131%2,end='')
相当于
xiatiya(8,2)
print(16%2,end='')
print(32%2,end='')
print(65%2,end='')
print(131%2,end='')
相当于
xiatiya(4,2)
print(8%2,end='')
print(16%2,end='')
print(32%2,end='')
print(65%2,end='')
print(131%2,end='')
相当于
xiatiya(2,2)
print(4%2,end='')
print(8%2,end='')
print(16%2,end='')
print(32%2,end='')
print(65%2,end='')
print(131%2,end='')
相当于
xiatiya(1,2)
print(2%2,end='')
print(4%2,end='')
print(8%2,end='')
print(16%2,end='')
print(32%2,end='')
print(65%2,end='')
print(131%2,end='')
相当于
print(1%2,end='')
print(2%2,end='')
print(4%2,end='')
print(8%2,end='')
print(16%2,end='')
print(32%2,end='')
print(65%2,end='')
print(131%2,end='')

结果
10000011

Jerry~Mouse 发表于 2021-3-13 12:04:05

逃兵 发表于 2021-3-13 11:50
我们看xiatiya这个函数
if和print()在同一个缩进上
就是不论执不执行if中的内容,最终都会print()


那我if里面的东西还没执行完呀,if执行的时候是一直在调用函数的,还没有到print就调用函数了,一直如此,直到最后了再打印一个1,为啥会有那么多print呢

逃兵 发表于 2021-3-13 12:13:07

Jerry~Mouse 发表于 2021-3-13 12:04
那我if里面的东西还没执行完呀,if执行的时候是一直在调用函数的,还没有到print就调用函数了,一直如此 ...

最后打印一个1以后,相当于那个if执行完了,就会执行后面的print
这又不是一个死循环,只是先执行内部print再执行外部的print
最终只要if能结束,就会有对应的print

逃兵 发表于 2021-3-13 12:20:36

还不理解的话
我们执行简单的
def xiatiya(a,b):
    if a >= b:
      xiatiya(a//b,b)
    print(a%b,end = '')

>>> xiatiya(2,2)
10

这里2 == 2满足条件
相当于

xiatiya(1,2)
print(2%2,end = '')

xiatiya(1,2)会打印1
此时if执行完毕,执行print(2%2,end = '')

最终得到10

Jerry~Mouse 发表于 2021-3-13 16:47:09

逃兵 发表于 2021-3-13 12:20
还不理解的话
我们执行简单的



我还是很不理解,我说说我理解的逻辑吧
xiatiya(131,2)
此时131>2;判定成立
变成了xiatiya(65,2);判定成立
变成了xiatiya(32,2);判定成立
变成了xiatiya(16,2);判定成立
变成了xiatiya(8,2);判定成立
变成了xiatiya(4,2);判定成立
变成了xiatiya(2,2);判定成立
变成了xiatiya(1,2);判定不成立;退出if
然后print(1%2)
打印出1
也就是我认为只会出现一个print,因为print在后面,还没有print的时候if成立的话就一直调用函数,直到if不成立了才会轮到print

逃兵 发表于 2021-3-13 16:56:18

if成立的话就一直调用函数,没错

但是print()也存在于被调用函数中,调用函数必然会出现这个函数的print

你在每一次调用的时候,都会有一次print

弈秋呜呜呜 发表于 2021-3-13 20:11:37

如图:data:image/png;base64,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

弈秋呜呜呜 发表于 2021-3-13 20:14:04

如图:

Jerry~Mouse 发表于 2021-3-13 21:57:33

弈秋呜呜呜 发表于 2021-3-13 20:14
如图:

这个print难道不是和if同级别的吗,为什么会待执行呢,为啥不是不执行

Jerry~Mouse 发表于 2021-3-13 21:59:30

逃兵 发表于 2021-3-13 16:56
if成立的话就一直调用函数,没错

但是print()也存在于被调用函数中,调用函数必然会出现这个函数的print ...

print在函数之后呀,函数没有执行完,print也不会有作用,待执行是为什么呢,既然都没有轮到print这个语句,它为什么会待执行呢

Jerry~Mouse 发表于 2021-3-13 22:00:04

弈秋呜呜呜 发表于 2021-3-13 20:14
如图:

print在函数之后呀,函数没有执行完,print也不会有作用,待执行是为什么呢,既然都没有轮到print这个语句,它为什么会待执行呢

atai0622 发表于 2021-3-13 22:09:41

Jerry~Mouse 发表于 2021-3-13 22:00
print在函数之后呀,函数没有执行完,print也不会有作用,待执行是为什么呢,既然都没有轮到print这个语 ...

def xiatiya(a,b):
    if a >= b:
      xiatiya(a//b,b)
    print(a%b,end = '')
根据上面的代码,函数xiatiya()包含两条语句,一条是if,一条是print。因为没有break,所以只要调用xiatiya(),就一定会执行if和print。按照顺序执行if的时候,调用下级函数,这时if后面的print语句就暂时挂起,等待if执行完再执行print,所以会有N个print语句待执行

atai0622 发表于 2021-3-13 22:16:28

简单做了个图示,希望你能看懂

Jerry~Mouse 发表于 2021-3-14 16:51:41

atai0622 发表于 2021-3-13 22:16
简单做了个图示,希望你能看懂

牛!我明白了,这个图我看懂了,谢谢谢谢

程序员不秃 发表于 2021-3-14 17:02:24

你if的条件判断会依次判断,如果不满足就会打印end=,所以你的打印结果会这个样子,你应该换一个方式,如果他满足或者不满足再打印,反正不输出
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