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finding roots of an equation

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#algebra-precalculus #trigonometry #roots #substitution #cubics
72
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Is it possible to express "$x$" in this equation using only "$a$"?

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#problem-solving #cubics
117
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Choosing a constant value so that one of the roots is 2

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#polynomials #roots #cubics
257
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Finding the maximum without differentiation

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#optimization #maxima-minima #cubics
98
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Prove equality - Necessity and sufficiency

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#algebra-precalculus #polynomials #cubics #nested-radicals
84
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Finding the values of x in an inequality.

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#inequality #polynomials #factoring #cubics
144
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Find the maxima and minima of $y = \frac{3}{x^2 + x + 1}$

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#calculus #roots #cubics
204
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Solutions of bivariate cubic Diophantine equation

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#contest-math #diophantine-equations #cubics
267
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Parametric Equations Of a Point Moving on a Cubic Parabola with Constant Velocity

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#parametric #cubics
488
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What values of x would give rise to possible factors?

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#polynomials #factoring #cubics
609
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How to create a Cubic Hermite Spline interpolation equation?

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#graphing-functions #cubics #spline #hermite-polynomials
58
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Lagrange System of Equations

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#systems-of-equations #cubics #symmetric-polynomials
53
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Number of roots of a Cubic Polynomial

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#calculus #polynomials #roots #cubics
57
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Question on solving cubic polynomials

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#polynomials #quadratics #cubics
602
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If $x^3+ax^2=bx+c$ (with $a,b,c>0$) has one positive root and two negative roots, then what can you say about the roots of $x^3+c=ax^2+bx$?

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#algebra-precalculus #polynomials #complex-numbers #roots #cubics

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