Verify the following assertions:(a) The odd prime divisors of the integer n2 + 1 are of
Chapter 8, Problem 6(choose chapter or problem)
Verify the following assertions:(a) The odd prime divisors of the integer n2 + 1 are of the form 4k + 1.[Hint: n2 = -1 (mod p), where p is an odd prime, implies that 41 >(p) byTheorem 8.1.](b) The odd prime divisors of the integer n4 + 1 are of the form 8k + 1.( c) The odd prime divisors of the integer n 2 + n + 1 that are different from 3 are of theform6k + 1
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