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NAME DATE PERIOD Lesson 7 Simplify Expressions Like terms contain the same variables. Examples: 2y, y, and 7y are all like terms, but 4x is not. We can only add like terms together. If they are not
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How to fill out simplify expressions
How to fill out simplify expressions
01
To simplify expressions, follow these steps:
1. Combine like terms.
2. Remove parentheses by distributing.
3. Combine like terms again, if necessary.
4. Rearrange the expression, if necessary, to make it more simplified.
Who needs simplify expressions?
01
Simplify expressions are needed by students, mathematicians, and anyone who deals with algebraic expressions and equations. Simplifying expressions helps in understanding and solving mathematical problems efficiently.
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What is simplify expressions?
Simplify expressions mean to reduce or condense mathematical expressions by combining like terms or applying mathematical operations.
Who is required to file simplify expressions?
Any individual or organization dealing with mathematical equations or expressions may need to simplify them as part of their work or study.
How to fill out simplify expressions?
To fill out simplify expressions, one must follow the rules of mathematics such as combining like terms, distributing terms, and applying any necessary operations.
What is the purpose of simplify expressions?
The purpose of simplifying expressions is to make complex mathematical equations easier to work with and understand.
What information must be reported on simplify expressions?
The information reported on simplify expressions includes the original mathematical expression, the steps taken to simplify it, and the final simplified form.
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