Python Study Notes-day 4, recursive functions (factorial and tower games), python Study Notes
Today I learned mainly about recursive functions and have tried some small examples. Here I will record them with the factorial and tower of death.
1. factorial Functions
factorial of 1-20 to the list, sum with the SUM function." Center ("*") ) Range (1,21): list.append (Recursion (i) # appends the factorial value generated by the calling recursive function to the list print (sum (list)) #列表求和Full source code and results:def recursion (n): # ' define recursive function for factorial
The code is from Chapter 8 of Intel assembly language programming (version 4), but I always feel that there are errors. The red code will never be executed logically. The following is the source code:
[Note: Because 32-bit registers are used, the maximum factorial that can be accommodated is 12! (479001600 )]
Title
Python exercise question 021: Recursive Method for factorial, python021
[Python exercise question 021]Use the recursive method to calculate 5 !.
----------------------------------------------
First, you have to figure it out: 5! It refers to the "5 factorial", that is, 5! = 1*2*3*4*5.
Then, it is said that "recursi
// Main:
Copy codeThe Code is as follows: using System;
Using System. Collections. Generic;
Using System. Linq;
Using System. Text;
Namespace Factorial{Class Program{Static void Main (string [] args){Function obj = new Function ();Console. WriteLine ("wocould you like to know which number of Factorial :");Int number = Convert. ToInt32 (Console. ReadLine ());Cons
Topic from Project Euler 20th: https://projecteuler.net/problem=20"Project euler:problem 20:factorial Digit sumn! means NX (n? 1) x...x3x2x1for example, 10! = 10x9x...x3x2x1 = 3628800,and The sum of the digits in the number 10! IS3 + 6 + 2 + 8 + 8 + 0 + 0 = 27.Find The sum of the digits in the number 100! answer:648 "n = 100FAC = 1 #初始化阶乘结果while n >= 1: FAC *= n n = # extract each number of factorial
Today in Baidu stroll some of the platform of CTF, accidentally found a programming problem, then, I just learned the Python knowledge to solve the problemThe description of the topic is this:Calculates the 1!+2!+3!+...+6666! after five bits.This calculation is very large, I still use the traditional method, let the computer calculate itHere is the code:1 #-*-coding:utf-8-*-2 #Calculate 1!+2!+3!+......+n!3
After seeing the topic, analysis, the factorial of 10 is already very big. The calculation of the end of the number of 0, completely unrealistic, even if the implementation is also very troublesome.
Later, when you think of a number in the factorial of the product has 5 end of the number should be at the end of the result of a 0.
Put it into practice, test a few, no mistakes.
Posted out, we look, have a
have been learning, but did not come to the blog park, write some, write a factorial small codedef f (N): last =1 for in range (1,n+1): last *=i return lastnum=int (input ('what thenumber\n' ) Print ('f'+'('+str (num) +') = ', F (num))Or with a recursive approach.def fact (n): if n==1: return 1 return n*fact (n-1) num=int (input (' What the number\n ') print (' fact ' + ') ( ' +str (num) + ') = ', fact (num))The follow
Today, I went around for a boring search and asked:
Who can provide detailed procedures for the 20 factorial in vbs?
The answer is as follows:Copy codeThe Code is as follows: function jx (x)J = 1For I = 2 to xJ = j * INextJx = jEnd functionMsgbox jx (20)
Run the above program and output 2.43290200817664E + 18. Smiling, I once again proved my previous conclusion that most of my answers to questions on such
Today, the boring stroll a search to ask, to find such a problem:
Who can provide a detailed procedure for the factorial of 20 in the VBS
Here are some answers to this:
Copy Code code as follows:
function JX (x)
J=1
For i=2 to X
J=j*i
Next
Jx=j
End Function
MsgBox Jx (20)
Run the above program and output 2.43290200817664E+1
Small code for factorial operations in PHP
$ Sum = 1;
$ Num = 7;
If ($ num> 0 ){
For ($ I = $ num; $ I> 0; $ I --){
$ Sum * = $ I;
}
Echo $ sum;
} Elseif ($ num
// Note that this is ++, and the negative number is close to 0, that is, ++.
For ($ I = $ num; $ I
$ Sum * = $ I;
}
Echo $ sum;
} Else
The code looks like this:
Copy Code code as follows:
#include #include #define N 10//n factorial
int main ()
{//array 1-bit 1!
int Ary[n] = {1, 1};
int I, J;
for (i = 2; I {
The factorial of each subscript, the No. 0 digit subscript is the number of digits,
Factorial Solved Problem code: FCTRL, factorialfctrl
1 import sys 2 # import psyco # It is very strange that psyco is used to solve the runtime error 3 4 5 # psyco. full () 6 7 8 def z (n): # This should be a skillful algorithm 9 r = 010 while 5
/// ANOTHER METHOD
1 for n in map (int, sys. stdin. read (). split () [1:]: 2 print z (n)
Learning
For t in sys. stdin loop input can be reused
This functi
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