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Inverse of $f(x) = x^{3}-x^{2}$

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#algebra-precalculus #inverse-function #cubics
60
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A particular cubic can be written as $y_1^2 = (x_1 - e_1)(x_1 - e_2)(x_1 - e_3)$. Show that $e_1, e_2,$ and $e_3$ are distinct.

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#geometry #algebraic-geometry #polynomials #roots #cubics
91
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How to solve cubic polynomial algebraically?

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#algebra-precalculus #polynomials #cubics
141
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Inverse function of $ax + bx^3$

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#polynomials #inverse #inverse-function #cubics
40
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Median of a continuous r.v.

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#probability #polynomials #cubics
464
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cubic Hermite interpolation

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#interpolation #cubics #hermite-polynomials #hermite-normal-form
113
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Solve the following system of equations - (4).

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#systems-of-equations #cubics #symmetric-polynomials
119
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Solving a linear system of reciprocals.

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#systems-of-equations #cubics #rational-functions #symmetric-polynomials
203
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How to show $(2 + \frac{10}{3\sqrt{3}})^{1/3} + \frac{2}{3} (2 + \frac{10}{3\sqrt{3}})^{-1/3} = 2$

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#cubics
163
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Apply Newton-Raphson method to find the solutions to

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#numerical-methods #computational-mathematics #cubics #newton-raphson
938
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How can I create a cubic spline to connect these two line segments?

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#graphing-functions #cubics #spline #smooth-functions
60
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Solve the following system of equations - (5).

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#systems-of-equations #cubics
132
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Finding general solution of a third-order ODE

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#ordinary-differential-equations #cubics
1.1k
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Is $y=|x^3| $a parabola?

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#polynomials #definition #absolute-value #cubics
1.2k
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Further factorisation of a difference of cubes?

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#factoring #cubics

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