Proof Prove that if and is any positive integer, then the polynomial function cannot
Chapter 4, Problem 85(choose chapter or problem)
Proof Prove that if a > 0 and n is any positive integer, then the polynomial function \(p(x)=x^{2 n+1}+a x+b\) cannot have two real roots.
Text Transcription:
p(x)=x^2n+1+ax+b
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