f(x)=an(x?c1)(x?c2)?(x?cn),
show that apolynomial equation of degree n hasnroots?
Why must everypolynomial equation with real coefficients of degree 3 have atleast one real root?
If you are given the equationof a rational function, explain how to find the horizontalasymptote, if any, of the function's graph.
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