Examples of using Polynomial in English and their translations into Tagalog
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Ecclesiastic
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Computer
The polynomial is cubic.
Prove that the polynomial.
The polynomial can be written as.
The degree of as a polynomial in is.
If a polynomial with integer coefficients,,….
Find the coefficients' sum of this polynomial.
Th year Polynomial rings.
Let be real numbers such that the polynomial.
Q is not a polynomial time algorithm.
For which can we write as a polynomial in?
Suppose is a polynomial in and m is integer.
It is known that can be expressed as the polynomial of and.
(ii) there is a polynomial such that for all.
He studied valuations and their extensions to polynomial rings.
Find a polynomial in two or three queries.
Prove that there exist complex numbers such that divides the polynomial.
Let be a polynomial with integer coefficients.
Newton described an algebraic process for solving polynomial equations which Raphson later improved.
The polynomial has real coefficients, and What is.
Fixing, we may view this as a polynomial identity with respect to.
Find the polynomial with real coefficients such that and for each.
Which one? 18 Let be a polynomial function such that, for all real.
(A polynomial is homogeneous if each term has the same total degree.).
Let be a polynomial of degree with real coefficients.
The polynomial may be written in the form, where and thet 's are constants.
Let be a polynomial with complex coefficients such that.
Let be a polynomial with a non-negative coefficients.
Let be a polynomial with rational coefficients, of degree at least.
Let be a polynomial with real coefficients such that and for all, Find.
When the polynomial is divided by the polynomial, the remainder is.