Table of Contents
What is algorithm write algorithm for find factorial of a given number?
Step 1: Start Step 2: Declare Variable n, fact, i Step 3: Read number from User Step 4: Initialize Variable fact=1 and i=1 Step 5: Repeat Until i<=number 5.1 fact=fact*i 5.2 i=i+1 Step 6: Print fact Step 7: Stop.
What is algorithm for factorial program in C?
Algorithm of C Program for Factorial Ask the user to enter an integer to find the factorial. Read the integer and assign it to a variable. From the value of the integer up to 1, multiply each digit and update the final value. The final value at the end of all the multiplication till 1 is the factorial.
How do you find the sum of a factorial series in Java?
int a =1; int s = 0; for(int i = 1; i <= 10; i++) { while (i >0) { a = a * i; i–; } s = s+a; } System. out. println(s);
How do you find the sum of the factors of a number?
In general, if you have the prime factorization of the number n, then to calculate the sum of its divisors, you take each different prime factor and add together all its powers up to the one that appears in the prime factorization, and then multiply all these sums together! Example: Determine S(1800).
How to do factorial in algorithm?
Algorithm: Step 1: Start Step 2: Read number n Step 3: Call factorial (n) Step 4: Print factorial f Step 5: Stop factorial (n) Step 1: If n==1 then return 1 Step 2: Else f=n*factorial (n-1) Step 3: Return f.
How to find the factorial of a given number using recursion?
Aim: Write a C program to find the factorial of a given number using recursion. Algorithm: Step 1:Start Step 2:Read number nStep 3:Call factorial(n) Step 4:Print factorial f Step 5: Stop factorial(n) Step 1:If n==1 then return 1 Step 2:Else f=n*factorial(n-1) Step 3: Return f
How to do factorial of a number in Python 3?
Python Program for factorial of a number. 1 1.Recursive : python3 python3 def factorial (n): return 1 if (n==1 or n==0) else n * factorial (n – 1); num = 5; print(“Factorial 2 2. Iterative: 3 3. One line Solution (Using Ternary operator): 4 4. By using In-built function: