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Armstrong Number

           An Armstrong number is an n-digit number that is equal to the sum of the nth powers of its digits.
For example 153 is an Armstrong Number in 3 digit number
13 + 53 + 33  = 153

1  +125+27  =153

1634 is an Armstrong Number in 4 digit number
14 + 64 + 34 + 44 = 1634

1+1296+81+256=1634

And so numbers from 0-9 all are Armstrong Numbers as  01 is 0 , 11 is 1, 21 is 2 , 31 is 3 and so on.. 


Armstrong Algorithm

Step1: Read a number. 

Step2:  Store all the digits of a number in an array digits[]

Step3:  Count all the digits of a number and store in variable   length

Step4:  Start a loop till  the length of a number

Step5: Raise each digit to a power equal to the number of digits in the number. For ex, each digit of a three‑digit number would be raised to the third power; each digit of a Seven‑digit number would be raised to the Seventh power; and so on

Step6: Add the results to variable  sum

Step7: Now check if number is equal to sum.

Step8:If the condition is true then display “It is an Armstrong Number’’ Else display “It is not an Armstrong Number”.

Step9: Stop 

                       ARMSTRONG Flowchart






To write the program in C
Click here to watch on YouTube






To Understand the working of Flowchart 




To make the Armstrong Number App in MIT App Inventor
Click here to watch on YouTube

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