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Is there any faster way to factor $x^3-3x+2$?

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#algebra-precalculus #polynomials #cubics #roots-of-cubics
189
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How do I find a cubic equation given only one root?

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#algebra-precalculus #cubics #roots-of-cubics
104
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Solving a cubic using triple angle for cos (i.e $\cos(3A)$)

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#trigonometry #cubics #roots-of-cubics
118
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Can I use this algorithm for solving cubic equations?

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#linear-algebra #eigenvalues-eigenvectors #roots #cubics #roots-of-cubics
49
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The set of coefficients of cubics having three real roots is connected

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#connectedness #roots-of-cubics
52
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Primes $a$, $b$, $c$, $d$ satisfying $(\cos(2\pi/7))^{1/3}+(\cos(4\pi/7))^{1/3}+(\cos(6\pi/7))^{1/3}=\left(\frac{a-b\sqrt[3]c}d\right)^{1/3}$

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#algebra-precalculus #trigonometry #contest-math #roots-of-cubics
137
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How to solve $x^3−x+1=0$

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#polynomials #cubics #roots-of-cubics
54
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Root representation using the factorization of polynomials upto degree six

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#roots #radicals #quartics #quintics #roots-of-cubics
75
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Summation of Roots of Cubic Equation

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#summation #summation-method #roots-of-cubics
52
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Finding roots of cubic equation by factorisation

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#polynomials #roots #roots-of-cubics
37
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Set of coefficients of degree three monic real polynomial with three real roots is connected.

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#polynomials #connectedness #cubics #path-connected #roots-of-cubics
38
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inverting the first three elementary symmetric polynomials

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#symmetric-polynomials #roots-of-cubics
116
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Three real roots of a cubic

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#calculus #algebra-precalculus #derivatives #cubics #roots-of-cubics
89
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How to solve $x^3-3x+3=0$?

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#algebra-precalculus #roots-of-cubics #cubic-formula
99
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Prove that $a_3 \lambda^{3} + a_2 \lambda^{2} + a_1 \lambda + a_0 = 0$ has three real roots

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#algebra-precalculus #polynomials #cubics #symmetric-functions #roots-of-cubics

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