prove that if x and y are odd positive integer then X ² + Y ²
is even but not divide by 4
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(2a+1) & (2b+1) because if we add 1 to any even no. it will be odd. 4 Is not a multiple of 2 it means clearly that 4 is not multiple of x²+y² , so x²+y² is even but not divisible by 4. Hence proved.
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x=3 and y=5
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