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Algebra Problem

  • 02-05-2006 10:56am
    #1
    Closed Accounts Posts: 63 ✭✭


    hey guys, wondering if you can help me with a problem.

    If I have two quadratic equations where the variables are definied in each other
    eg y = a x^2 + b x +c and x = d y^2 + e y + f.

    Is there a way of finding the roots of x and y with without forming a quartic equation in either of them, as i want to present the general case and quartic produce very long roots.

    It seems like there should be some sort of special case here but I just can't find it.

    Thanks in advance.


Comments

  • Closed Accounts Posts: 1,475 ✭✭✭Son Goku


    Some the special cases of that are hyperbolic, so there isn't roots within the reals in a lot of cases.

    Most of these implicit definition equations don't have general methods.


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