Select all that are like terms to 5a5b4 – In the realm of algebra, understanding like terms is crucial for simplifying expressions and equations. Embark on a journey to grasp the concept of like terms, their identification, and their significance in algebraic manipulations, beginning with the exploration of 5a5b4 and its like terms.

Like terms share the same variables raised to the same powers. They may have different coefficients, but the variables and their exponents remain identical. Recognizing and combining like terms is a fundamental step in simplifying algebraic expressions, leading to clearer and more manageable equations.

Identify Like Terms: Select All That Are Like Terms To 5a5b4

Like terms are terms that have the same variables raised to the same powers. In other words, they are terms that can be combined with each other by adding or subtracting their coefficients.To identify like terms, we first need to look at the variables in the terms.

If the variables are the same, then we need to look at the exponents of the variables. If the exponents are the same, then the terms are like terms.For example, the terms 5a5b4 and 3a5b4 are like terms because they have the same variables (a and b) raised to the same powers (5 and 4).

Provide a table with two columns: “Term” and “Coefficient”

| Term | Coefficient ||—|—|| 5a5b4 | 5 || 3a5b4 | 3 |

List the given term “5a5b4” in the table

| Term | Coefficient ||—|—|| 5a5b4 | 5 |

to identify and list all like terms to “5a5b4” in the table, Select all that are like terms to 5a5b4

| Term | Coefficient ||—|—|| 5a5b4 | 5 || 3a5b4 | 3 |

FAQ Corner

What are like terms?

Like terms are algebraic terms that have the same variables raised to the same powers.

How do I identify like terms?

Compare the variables and their exponents. If they are the same, the terms are like terms.

Why is it important to simplify like terms?

Simplifying like terms makes algebraic expressions easier to solve and analyze.