find the remainder when the square of any number is divided by 4
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0,1,0,1,0 is the best and the only answer to this question
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remainder = 0 ( when number is even) & remainder = 1 when number is off if the square of any number is divided by 4
Step-by-step explanation:
remainder when the square of any number is divided by 4
odd number = 2n+1
even number = 2n
(2n)² = 4n²
4n²/4 = n²
Hence When Square of even numbers divided by 4 , remainder = 0
(2n + 1)²
= 4n² + 1 + 4n
= 4n(n+ 1) + 1
Hence When Square of odd numbers divided by 4 , remainder = 1
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