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how to prove : a complex polynomial of degree n has n roots ?
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correction: the sum of the multiplicities of the roots of a polynomial for degree n is n this is the fundamental theorem of algebra how to prove the fundamental theorem of algebra? good questions ...oh I just realized you said 'complex polynomial', so what I said above may not apply
@James @Zarkon how to prove : a complex polynomial of degree n has n roots ?
FTA : for all complex polynomials f(z) with deg (f(z)) greater or equal to 1, there exist a zo so that f(zo)=0. how do i go from here to sum of multiplicities ?
thanks i find how to do it from your hint !!!!
sweet, I wasn't even sure my hint applied here, but I guess it does :) welcome!
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