Classifying a quadratic

The video tutorial explains how to classify polynomials, focusing on monomials. It describes a monomial as a single term, which can be a number, a variable, or their product. The tutorial highlights a special type of monomial with a degree of two, which can be expressed in quadratic form. The explanation includes how to identify and write a monomial in quadratic form, emphasizing that a degree of two allows for this transformation.

What distinguishes a monomial from a binomial?

• A monomial is always a variable, while a binomial is not.

• A monomial is always a constant, while a binomial is not.

• A monomial has two terms, while a binomial has one.

• A monomial has one term, while a binomial has two.

Which of the following best describes a monomial?

• A difference of two numbers

• A quotient of two expressions

• A product of numbers and variables

• A sum of two variables

What is the degree of a monomial?

• The number of terms it has

• The highest exponent of its variables

• The sum of its coefficients

• The number of variables it contains

How can a monomial with a degree of two be expressed?

• As a linear equation

• As a quadratic form

• As a constant term

• As a cubic equation

In the quadratic form AX^2 + BX + C, what happens if B and C are zero?

• The expression becomes a constant

• The expression becomes undefined

• The expression becomes a linear equation

• The expression remains a quadratic form