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Iterative method for solving equation

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#roots #transcendental-equations
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How to express the roots of a polynomial using its coefficients?

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#polynomials #roots
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What can be a real world application for solving quartic equations?

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#polynomials #roots #problem-solving #applications #quartics
382
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Simultaneous Equation Solutions of the Roots and Coefficients of a Polynomial Formulae

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#polynomials #roots
382
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Find all solutions to $z^5+i=0$ (to $4$ d.p)

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#complex-numbers #roots
79
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Determine the Maximum Value

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#algebra-precalculus #polynomials #roots
85
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Interesting (known?) polynomials

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#polynomials #roots #irreducible-polynomials
96
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Way to verify/compute some zeros of the Riemann zeta function?

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#complex-analysis #roots #computational-mathematics
52
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Show: $\{p_1,...,p_{n+1}\}$ basis of $Pol_n(\mathbb{R}), \Phi$ bijective and $f\in Pol_n(\mathbb{R})$ is zero function if $n+1$ different roots exist

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#linear-algebra #functions #vector-spaces #vectors #roots
705
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Write down the third root, z3, of the equation.

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#complex-numbers #roots
615
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solve $x^2+2ix+1=0$

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#roots
146
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finding the range of a radical function.

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#functions #roots #radicals
1.4k
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Meaning of coincident roots

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#terminology #roots #quadratics #cubics
103
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Find $f \in \mathbb{Q}[X]$ such that $f(a) = a^{-1}$, where $a := \sqrt{3} + \sqrt{5}$

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#abstract-algebra #field-theory #roots #radicals #minimal-polynomials
176
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a cubic integer polynomial must have an irrational root.

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#polynomials #roots #irrational-numbers

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