if ß is an odd integer then show that n^2-ß is divisible by 5.
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Assume β = 5
Lets take n = 3
n² - β = 4
It is not divisible by 5
So, for any case, it is not divisible by 5
Lets take n = 3
n² - β = 4
It is not divisible by 5
So, for any case, it is not divisible by 5
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