An Armstrong number is a number of n digits that is equal to the sum of each digit raised to the nth power. For example, 153 (which has three digits) equals (1^3 )+ (5^3) +(3^3) . Find out all three digit Armstrong numbers and display those numbers on 7-segment LEDS for at least 2 seconds.

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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 An Armstrong number is a number of n digits that is equal to the sum of each digit raised to the nth power. For example, 153 (which has three digits) equals (1^3 )+ (5^3) +(3^3) . Find out all three digit Armstrong numbers and display those numbers on 7-segment LEDS for at least 2 seconds. 

 

*USE C PROGRAMING FOR MICROPROCESSOR*

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