if x and y are two positive odd integers then prove that X square + Y square is an even integer
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Step-by-step explanation:
as x and y are positive odd integers their squares are also positive odd integers
eg=5^2=25 or 7^2=49
as odd integer +odd integer gives even integer x^2+y^2=even integer
eg =5^2+7^2=25+49=74 and 74 is an even integer
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