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jaebond

  • one year ago

Can two irreducible polynomials share a common root?

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  1. klimenkov
    • one year ago
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    Sure. \(P_1(x)=x-1\), \(P_2(x)=x-1\). They have a common root \(x_0=1\), but both of of them are irreducible.

  2. jaebond
    • one year ago
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    Haha, okay, two distinct irreducible polynomials.

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