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Do Now 9/9/11Do Now 9/9/11
Copy HW in your planner.Copy HW in your planner. Text p. 9 & 10, #8-32 evens, #43-45 allText p. 9 & 10, #8-32 evens, #43-45 all
In your journal, simplify the following expression. In your journal, simplify the following expression. Explain your thought process. Explain your thought process.
3 + 7 x 33 + 7 x 3
Evaluate the Expression
3 + 7 x 3
3 + 7 = 10
10 x 3 = 30307 x 3 = 21
3 +21 = 2424
Objective
SWBAT use the order of operations to simplify numerical expressions.
Numerical expressionconsists of numbers and
operations
9 + 89 + 8
6(10)6(10)
4 - 94 - 9
5 ÷ 25 ÷ 2
Section 1.1, Order of Operations
Order of Operations – the rules established to simplify an expression involving more than one operation
(4 + 7 · 6)² 10 ÷ 2 · 6
11
33
44
PPEEMDMDASAS
22
Order of Operations
Perform operations within grouping signs. Perform operations within grouping signs. ( ) parentheses, [ ] brackets, fraction bars( ) parentheses, [ ] brackets, fraction bars
Evaluate powers.Evaluate powers.
Multiply and divide in order from left to right.Multiply and divide in order from left to right.
Add and subtract in order from left to right.Add and subtract in order from left to right.
Simplify the ExpressionPPEEMDMDASAS
18 - 818 - 8
1010
18 - 2 18 - 2 · 4· 4
Simplify the ExpressionPPEEMDMDASAS
9 9 ·· 4 4
3636
18 18 ÷÷ 2 2 · 4· 4
POWER the result of repeated
multiplication of the same factor
3344
BASEBASE
EXPONENTEXPONENT3333
Repeated Multiplication (Factors)Repeated Multiplication (Factors)
WordsWords
three to the three to the fourth powerfourth power
Remember this???
Remember this???
Simplify the ExpressionPPEEMDMDASAS
4 + 7 4 + 7 · · 334 + 4 + 2121
2525
²²2 + 7 2 + 7 · · 33
Simplify the ExpressionPPEEMDMDASAS
12 – 7 12 – 7 14 + 614 + 6
Grouping symbolGrouping symbol
(14 + 6) (14 + 6) ÷ (12 – 7) ÷ (12 – 7)
20 20 ÷ 5 ÷ 5
4 4
Simplify the Expression
[2 x (4 + 4)] +[2 x (4 + 4)] + 33
PPEEMDMDASAS
[2 x 8] + 3
16 + 3
43
³³
³³
³³16 + 27
Simplify the Expression
[(4 +12 [(4 +12 ÷ ÷ 4) – 2]4) – 2]
PPEEMDMDASAS
[(4 + 3) – 2]
[7 – 2]
125
³³
³³
³³5 ³³
What Did We Learn Today?
Numerical expression
POWER
EXPONENTEXPONENT
BASEBASE PPEEMDMDASAS
Order of OperationsOrder of Operations
Text p. 9 & 10, #8-32 evens, #43-45 allText p. 9 & 10, #8-32 evens, #43-45 all
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