I. 3x2+23x+44=0

    II. 3y2+20y+33=0

  • If x < y
  • If x > y
  • If x ≥ y
  • If x ≥ y
  • If relationship between x and y cannot be established
  • Explanation:

    I. 3x2+23x+44=0

    3x2+12x+11x+44=0

    3x(x+4)+11(x+4)=0

    (x+4)(3x+11)=0

    x=-4 or -11/3

    II. 3y2+20y+33=0

    3y2+9y+11y+33=0

    3y(y+3)+11(y+3)=0

    (y+3)(3y+11)=0

    y=-3 or -11/3

    ⇒ y≥x


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I. 3x2+23x+44=0 II. 3y2+20y+33=0
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