3. Let P be the set of polynomials with real coefficients and with degree > 1. If f € P, let Af = {x ER: f(x)=0}. Prove that U Af = R and that Af = 0. := fEP fEP

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3. Let P be the set of polynomials with real coefficients and with degree > 1. If fe P,
let Af = {x ER: f(x)=0}. Prove that U Af = R and that Af = 0.
fEP
fEP
Transcribed Image Text:3. Let P be the set of polynomials with real coefficients and with degree > 1. If fe P, let Af = {x ER: f(x)=0}. Prove that U Af = R and that Af = 0. fEP fEP
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