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    Order of operations grade 6

    Order of Operations Review

    Learning Objectives

    • Recognize and combine like terms in an expression
    • Use the order of operations to simplify expressions
      • Simplify expressions with fraction bars, brackets, and parentheses
      • Use the distributive property to simplify expressions with grouping symbols

    Why use the order of operations?

    What is [latex]3+5•\times2[/latex]?

    Is it 13 or 16? This may seem like a trick question, but there is actually only one correct answer. Many years ago, mathematicians developed a standard order of operations that tells you which calculations to make first in an expression with more than one operation.

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    • In other words, order of operations simply refers to the specific order of steps you should follow when you solve a math expression. Without a standard procedure for making calculations, two people could get two different answers to the same problem, like the one above.

    So which is it, 13 or 16? By the end of this module you'll know! Some important terminology before we begin:

    • operations/operators: In mathematics we call things like multiplica

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