![]() ![]() There is no general formula that gives the roots of polynomials of degree five and greater, by the Abel-Ruffini theorem.While there are formulas analogous to the quadratic formula for third and fourth degree polynomials, they are very complicated and aren’t generally worth using.Finding the roots of higher-order polynomials, or roots of transcendental equations like x-arctan(x)=0, can be a challenge because: But in the real world, we don’t just have to deal with second degree polynomials.
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