prove that the arithemetic seuence 5 8 11 contains no perfect squares anwer quesatio n
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5, 8 ,11 ,...............,3n+2
if this is perfect square then
3n+ 2= x^2 where x is positive integer
which is not possible.
if this is perfect square then
3n+ 2= x^2 where x is positive integer
which is not possible.
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