Question

Give the degree of each term. 6

Name: Problem 31, Chapter 2: Intermediate Algebra for College Students
Uploaded: 2020-07-17T14:36:53-08:00
Duration: 19 s
Channel: Cory Kuzinski
Description: Give the degree of each term. 6

   Give the degree of each term. 6

Intermediate Algebra for College Students

Allen R. Angel;… 10th Edition

Chapter 2, Problem 31

Instant Answer

Solved by Expert Cory Kuzinski

07/17/2020

Step 1

A term is a single mathematical expression, usually a product of a constant and one or more variables raised to a power. For example, in the expression 3x^2 + 5x - 7, there are three terms: 3x^2, 5x, and -7. Now, let's talk about the degree of a term. The degree Show more…

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Give the degree of each term. 6

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Key Concepts

Exponent

An exponent indicates the power to which a variable is raised in a term. It is crucial for determining the degree of a term, as the exponent directly reflects the term's level of contribution within a polynomial.

Constant Term

A constant term is a term in an expression or polynomial that stands alone without any variables. It represents a fixed value and is fundamental in distinguishing terms with variables from those without.

Degree of a Term

The degree of a term in an algebraic expression is determined by the exponent of the variable in that term. For terms without a variable, which are constant, the degree is defined as 0.

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