Flowchart And Algorithm Of Armstrong Number

Int n num. An armstrong number is a number which equal to the sum of the cubes of its individual digits. The main purpose of a flowchart is to analyze different processes.

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This video presents you with an algorithm flowchart code in c and c for factorial of a number.

Flowchart and algorithm of armstrong number. Class armstrong public static void main string args int num integer parseint args 0. Flow chart of armstrong number c programming duration. Algorithm of this program is very easy. The sum of cube of its digits results in that number itself.

Program for armstrong numbers given a number x determine whether the given number is armstrong number or not. Input 153 output 1 3 5 3 3 3 153 so it is armstrong no. With algorithms we can easily understand a program. 153 1 1 1 5 5 5 3 3 3 1 125 27 153.

C program and algorithm to check whether a number is armstrong or not. Design an algorithm and draw corresponding flowchart to find all the prime numbers between two given numbers m and n where m n 0. 153 10 gives the reminder that is the number 3 here. Concepts of algorithm flow chart c programming duration.

Armstrong number 371 3 3 7 3 1 3. Program to print all armstrong numbers under 1000 in c language duration. In other word a number is armstrong if it is equal the sum of cube of its digits. A positive integer of n digits is called an armstrong number of order n order is number of digits if.

An algorithm is expressed in pseudo code something resembling c language or pascal but with some. An algorithm is a finite set of steps defining the solution of a particular problem. Example of armstrong number is 371 because according to definition cube of its digits sum will be equal to number so. A flowchart is the graphical or pictorial representation of an algorithm with the help of different symbols shapes and arrows in order to demonstrate a process or a program.

The modulus operator is used here to seperate the digits. For example 153 is an armstrong number as 153 1 3 5 3 3 3 153 1 125 27 153 153 algorithm.