show that square of any positive integer cannot be of the form 5q or 5q+2
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let give a positive integers 1,2,3,4,5,6
5q+1 odd
5q+2. even
5q+3. odd
5q+4 even
5q+5. odd
5q+6 even
than 5q+2 is a positive integers
5q+1 odd
5q+2. even
5q+3. odd
5q+4 even
5q+5. odd
5q+6 even
than 5q+2 is a positive integers
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