A General Introduction to the Order of Operations Copyright Scott Storla 2015.

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Presentation transcript:

A General Introduction to the Order of Operations Copyright Scott Storla 2015

Operations and Operators Copyright Scott Storla 2015

Expressions Copyright Scott Storla 2015

arentheses xponents ultiply ivide dd ubtract PEMDASPEMDAS Copyright Scott Storla 2015

eamath.com Student Resources

Copyright Scott Storla 2015

A General Introduction to the Order of Operations Copyright Scott Storla 2015

The Order of Operations The Basic Four Copyright Scott Storla 2015

Operations and Operators Copyright Scott Storla 2015

Definition – Natural Numbers The set of numbers {1,2…} Copyright Scott Storla 2015 The natural numbers are {1,2,3…} The whole numbers are {0,1,2,3…}

Copyright Scott Storla 2015 eamath.com Student Resources

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015

Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

The Order of Operations The Basic Four Copyright Scott Storla 2015

The Order of Operations Explicit Grouping Copyright Scott Storla 2015

Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

The Order of Operations Explicit Grouping Copyright Scott Storla 2015

The Order of Operations Implicit Grouping Copyright Scott Storla 2015

Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

Copyright Scott Storla 2015 Count the number of operators, discuss the order of the operations and then simplify.

The Order of Operations Implicit Grouping Copyright Scott Storla 2015

Practicing Some Vocabulary For Expressions Copyright Scott Storla 2015

Vocabulary Term Sum Factor Product Difference Quotient Copyright Scott Storla 2015

We add terms to get a sum. For example = 5. 2 is a term. 3 is a term. 5 is the sum. We multiply factors to get a product. For example 2 x 3 = 6 2 is a factor. 3 is a factor. 6 is the product. Copyright Scott Storla 2015 When we subtract we have a difference. When we divide we have a quotient. We often name an expression by the last operation we would carry out.

Copyright Scott Storla 2015 Using the words term, factor, sum, product, difference or quotient describe each expression.

Fill in the blanks using the words term, factor, sum, product, difference or quotient. Copyright Scott Storla 2015 sumterm factor product term sum termdifference factor product term sumdifference quotient

Fill in the blanks using the words term, factor, sum, product, difference or quotient. Copyright Scott Storla 2015 sum term factor product difference term sum

Fill in the blanks using the words term, factor, sum, product, difference or quotient. Copyright Scott Storla 2015 sum term factor product difference quotient

Practicing Some Vocabulary For Expressions Copyright Scott Storla 2015

You understand the order of operations when you’re able to correctly ; a)Attend to the operators. b)Consciously order the operations. c)Simplify the expression. d)Use the proper vocabulary when you describe the process to yourself and others. Copyright Scott Storla 2015

The Order of Operations Copyright Scott Storla 2015

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