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As stated before a polynomial is a combination of monomials.
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A polynomial is a function that depends on the power of some variable.
Recall that the order of a polynomial is defined as the highest power of the polynomial variable.
It is these numbers that are used to define the polynomial.One of the characteristics of a polynomial is that a few numbers can nail it down precisely.
The Galois group of a polynomial is the set of all ways of transforming the splitting field, while preserving the ground field and the roots of the polynomial.
The simplest example of a polynomial is the binary form.
If a simple polynomial is plotted out on a graph it forms a line.
In this paper, a cubic polynomial is used to develop a vertical transition curve before and after the parabolic vertical curve.
A number field is built by extending the rational numbers to include non-rational roots of a polynomial; if the polynomial is quadratic, then one obtains a quadratic number field.
The cubic polynomial is a product of three first-degree polynomials or a product of one first-degree polynomial and another unfactorable second-degree polynomial.
But a really high order polynomial is too complex.
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