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Multiple choice

Find all values of a for which the equation $x^4+(a−1)x^3+x^2+(a−1)x+1=0$ possesses at least two distinct negative roots.

  1. $a\ge \dfrac{3}{1}$
  2. $a\ge \dfrac{5}{4}$
  3. $a\ge \dfrac{4}{5}$
  4. $a\le \dfrac{4}{5}$
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