Examples of using Polynomial in English and their translations into Finnish
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Colloquial
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Official
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Medicine
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Financial
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Ecclesiastic
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Official/political
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Computer
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Programming
You just solved a polynomial, son.
This is a polynomial with only one term.
It is known that can be expressed as the polynomial of and.
If a polynomial with integer coefficients,,….
P versus NP where NP is non-deterministic polynomial time.
Consider the polynomial, where occurs times.
Polynomial: treatment and prevention of allergy to pollen.
With this, the Legendre polynomial converges to a singular point. Chaos.
A polynomial is homogeneous if each term has the same total degree.
The Taylor series for any polynomial is the polynomial itself.
Prove that there exist complex numbers such that divides the polynomial.
This little polynomial will keep the computer busy.
SP25M requires a non-linear,third-order polynomial calibration method.
That a polynomial could not be solved in radicals.
If∆ 0 then(and only then) the polynomial has a multiple root.
Let be a polynomial of degree with real coefficients.
Newton described an algebraic process for solving polynomial equations which Raphson later improved.
Let be a polynomial with complex coefficients such that.
Equivalently, a regular n-gon is constructible if any root of the nth cyclotomic polynomial is constructible.
Suppose the polynomial has only real zeroes and let.
The system encoding is used in an optimal error-correcting shortened cyclic code burst,which generates polynomial.
Let; this is a polynomial of degree with the same zeros as.
Let be a polynomial with rational coefficients, of degree at least.
This microphone stand after a meeting with goose polynomial microphone, ideal for use in presentations, teaching, meetings, reports of occasions.
Let be a polynomial in the complex variable, with real coefficients.
Let be given a polynomial of degree 4, having 4 positive roots.
Let be a polynomial with complex coefficients which is of degree and has distinct zeros.
König developed Kronecker 's polynomial ideals and presented many results on discriminants of forms, elimination theory and Diophantine problems.
Let Find the polynomial whose roots are the fifth powers of the roots of.
Consider the polynomial, the-th factor referring to whether is present in the set or not.