Q. 8

Show that p

Answer :

According to the question P is positive odd integer

So P = 2n + 1




= 4n (n + 1) + 1


So n (n + 1) is an even quantity


4 n (n + 1) + 1 = 8a + 1


So if we divide 8a + 1 by 8 then the remainder leave 1


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