A term describing the degree one term in a polynomial.

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Multiple Choice

A term describing the degree one term in a polynomial.

Explanation:
In a polynomial, each term has a degree equal to the exponent of its variable. When the exponent is one, that term has degree one and is called a linear term. For example, 7x is linear because x is raised to the first power. The constant term has no x, so its exponent is zero and its degree is zero, hence it’s called the constant term. A quadratic term involves x squared, giving degree two. The idea of a fraction doesn’t describe the degree of a term in standard polynomials. So the term with degree one is the linear term.

In a polynomial, each term has a degree equal to the exponent of its variable. When the exponent is one, that term has degree one and is called a linear term. For example, 7x is linear because x is raised to the first power. The constant term has no x, so its exponent is zero and its degree is zero, hence it’s called the constant term. A quadratic term involves x squared, giving degree two. The idea of a fraction doesn’t describe the degree of a term in standard polynomials. So the term with degree one is the linear term.

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