### Polynomial evaluation

A polynomial is an expression, consisting, of the algebraic sum of two or more monomials, like
this:

A_{n}X^{n} + A_{n-1}X^{n-1} + ...A_{1}X + A_{0}.

where ** "A"** is the constant; **"X"** is the variable;**"n"** is a non-negative integral
powers and the last element is the independent term.

Monomial is an algebraic expression consisting of a multiplier and one or more variables with non-negative integral powers.

To evaluate, a polynomial you take in standard form and plug a value for x. The elements missing in the descending sequence should be completed with zero.

Example for x^{5} - 3x^{3} -x^{2} + 6 ; for x = 2; input 1, 0,-3,-1,0 and 6.

Read the full text **Polynomials.**

Enter the constants in standard form. Use the point as a decimal separator. Ex 2,533.34 enter: 2533.34; the result is automatically displayed after the click on
"**Calculate**"

Note: This calculator is for educational purposes. The accuracy and applicability to particular cases is not guaranteed.

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