Question: 3.2- Let Pn(x) be any polynomial with integer coefficients whose degree is greater than or equal to 1, and let

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Question: 3.2- Let Pn(x) be any polynomial with integer coefficients whose degree is greater than or equal to 1, and let

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Question 3 2 Let Pn X Be Any Polynomial With Integer Coefficients Whose Degree Is Greater Than Or Equal To 1 And Let 1
Question 3 2 Let Pn X Be Any Polynomial With Integer Coefficients Whose Degree Is Greater Than Or Equal To 1 And Let 1 (26.58 KiB) Viewed 30 times
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Question: 3.2- Let Pn(x) be any polynomial with integer coefficients whose degree is greater than or equal to 1, and let I be any closed interval of length ≥ 4. Then show that there exists at least one point x in I satisfying |Pn(x)| ≥ 2.
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