3
@12 Order (Integers)
%3
^1
If there is more than one operation to 
perform, follow the rules for Order of 
Operations.
^2
First, multiply and divide, working 
from left to right.
^3
Second, add and subtract, working from 
left to right.
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%3
^1
If there is more than one operation to 
perform, follow the rules for Order of 
Operations.
^2
First, multiply and divide, working 
from left to right.
^3
Second, add and subtract, working from 
left to right.
~
@22 Order (Exponents)
%4
^1
The exponent indicates how many times 
the base is used as a factor.
^2
First, evaluate terms with exponents.
^3
Second, multiply and divide, working 
from left to right.
^4
Third, add and subtract, working from 
left to right.
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%4
^1
The exponent indicates how many times 
the base is used as a factor.
^2
First, evaluate terms with exponents.
^3
Second, multiply and divide, working 
from left to right.
^4
Third, add and subtract, working from 
left to right.
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@32 Order (Grouping)
%4
^1
When an equation includes exponents and 
grouping symbols such as parentheses 
and fraction bars, the rules for Order 
of Operations are slightly different.
^2
Operations within parentheses must be 
performed first.
^3
Next, evaluate terms with exponents. 
^4
Multiply and divide (left to right); 
then add and subtract (left to right).
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%4
^1
When an equation includes exponents and 
grouping symbols such as parentheses 
and fraction bars, the rules for Order 
of Operations are slightly different.
^2
Evaluate the numerator and the 
denominator first (exponents, 
multiplication and division, addition 
and subtraction). 
^3
Multiply and divide from left to right.
^4
Add and subtract from left to right.
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