编写n的阶乘
一个整数的阶乘, 是所有小于, 并且等于该数字的正整数的乘积, 举例来讲, 3的阶乘, 是3乘以2乘以1。
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电脑：WIN10
软件：ISO
软件：
1、用def代码创建一个函数，名称为func，参数为n
def func(n):
2、创建一个变量res，赋值为函数的参数n，代码如下：
res = n。
3、然后写入for range循环，具体代码如下：
for i in range(1,n):
4、紧接着, 于 for 循环里展开运算, 随后把 res 返回, 详细的代码如下所示:
res *= i
res。
5、用print代码打印输出3的阶乘，代码如下：
print(func(3))。
6、以上所呈现的代码, 达成了阶乘的运算操作, 除此之外, 我们能够运用递归的办法来予以实现, 代码内容如下:
def func1(n):
if n==1:
1
else:
n *func1(n-1)
print(func1(3))
递归方式是函数自己调用自己。
怎么求阶乘
解法1
数组解法牛。
首先, 定义一个名为ns的数组, 这个数组是用来贮存n!的各个位数上的数值的, 接着, 运用for循环, 该循环是用来给ns添加10000个0值的, 这么做的目的是为了方便后续能够直接依据index对数组展开操作。
然而, 将其定义成, 被称作“数组长度”的, 有着实际数值而非自动添加的 0 的那个情况, 也就是, 表示 n! 结果的位数那种状况。
之后, 还必须运用 for 循环来开展累乘操作, 然而, 这与解法一的直接累乘存在差异, 在此处, 是乘数也就是 i 同各个位上的数逐个相乘, 要是结果大于或者等于 10 的话, 那就向前进一位, 此时进位数值是 carry, 要是 j 循环完毕, 那就表明需要在当前 ns 的“长度”上进行进位, 故而加 1, 也就是使其所属位数加 1, 这里 carry 所起到的作用, 便是判定是否产生进位, 而这则意味着结果的位数。
n= int(input())
ns =
0 for i in range(10000)
n= int(input())
ns =
0 for i in range(10000)
= 1
ns = = 1
if n=2:
#for i in range(2,n+1):
##carry = 0
##for j in range():
###temp = ns * i + carry
###carry = int(temp/10)
###ns = temp % 10
##while :
###ns += carry
###+=1
###carry = int(carry/10)
while :
# -=1
#print(ns,end='')
把# 替换为空格就可以运行。
如输入1000，计算1000！
解法2
print()
m=int(input("计算m！，请输入整数m："))
math
a=sum(
为处于从1到m加1范围之内的i, 求以10为底i的对数。
b=int(a)
c=a-b
print(f'{m}!={10**c}*10^{b}')
求阶乘的四种方法
第一种：普通的for循环
第二种：()函数
第三种：()函数
第四种：递归调用WWw.bbs.ulfvw.cN/Article/details/869236.sHtML
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