The sum of a collection of monomials.
What is a polynomial?
An operations which acts on two numbers in a set and always returns another number in that set is called this.
What is a closed operation?
A door with dimensions (x+3) and (2x-1) has this much area when x=3 ft.
What is 30ft2?
Adding two polynomials in this stacked form is known as this type of method
What is vertical form?
The name for the 0-th degree term in the polynomial.
What is the constant term?
The property of multiplication which applies the terms of one polynomial to each of the terms in another polynomial.
What is the Distributive Property?
The simplified solution to
(2x^3-5x^2+x)+(x^3+2x^2-1)
What is 3x^3-3x^2+x-1 ?
The name of the form in which this polynomial is written, with descending degrees of monomials
What is standard form?
The words in the acronym FOIL.
What are First, Outside, Inside, Last?
Functions such as this one
f(x)={(6(x-3),if x>=3),(-6(x-3),if x<3):}
which behave differently over different intervals are called this.
What is a piecewise function?
A table that is 5ft longer than it is wide can have the surface area represented by this polynomial.
What is
x^2+5x?
Multiplying two polynomials in this grid-like structure is known as this kind of method.
What is the box method?
The greatest power in the terms of a polynomial.
What is the degree (of the polynomial)?
The degree of the polynomial which results from this multiplication
(3x^2-4x+1)(x^3+1).
What is 5?
The simplified form of
(6x+9)-(7x+1)
What is
-x+8?
The smallest degree a polynomial could have if its graph looks like this.
What is a 4th degree?
It's the maximum number of terms you can have when multiplying a 2nd degree polynomial by another 2nd degree polynomial.
What is 5? (terms are x^4,x^3,x^2,x,k )
A function representing the volume of a sphere with unknown radius, r is best represented by a monomial of this degree.
What is 3?
The simplified form of
(v-3)(v^2+8v)
What is
v^3+5v^2-24v?
It's the number of non-zero terms resulting from this operation
What is 3?