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Prove-that-any-kind-of-equation-should-have-atleast-one-root-Algebric-fundamental-theorem-




Question Number 216207 by MATHEMATICSAM last updated on 30/Jan/25
Prove that any kind of equation should  have atleast one root. (Algebric   fundamental theorem)
Provethatanykindofequationshouldhaveatleastoneroot.(Algebricfundamentaltheorem)
Commented by Ghisom last updated on 30/Jan/25
not any kind of equation. for example  (√x)=−1 has no solution at all.    the theorem states that:    “every non−constant single−variable  polynomial with complex coefficients has  at least one complex solution”
notanykindofequation.forexamplex=1hasnosolutionatall.thetheoremstatesthat:everynonconstantsinglevariablepolynomialwithcomplexcoefficientshasatleastonecomplexsolution
Commented by MATHEMATICSAM last updated on 30/Jan/25
ya maybe but I want proof
yamaybebutIwantproof

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