I. 2x2-15x+28=0

    II. 4y2-23y+30=0

  • x ≥ y
  • If x ≤ y
  • If x > y
  • If x < y
  • If relation between x and y cannot be established.
  • Explanation:

    I. 2x2-15x+28=0

    2x2-8x-7x+28=0

    2x(x-4)-7(x-4)=0

    (x-4)(2x-7)=0

    x=7/2,4

    II. 4y2-23y+30=0

    4y2-15y-8y+30=0

    y(4y-15)-2(4y-15)=0

    (y-2)(4y-15)=0

    y=2,15/4

    ∴ relation between x and y cannot be established

I. 2x2-15x+28=0 II. 4y2-23y+30=0
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