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

Click here to watch on YouTube

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

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Decimal Number to Binary Number

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