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Order of Operations

Order of Operations Review for Algebra 1
by

Rob Frederick

on 23 August 2013

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Transcript of Order of Operations

Order of
Operations

Third
First
Second
tells us which operation to
perform first, when there
is more than one
P
Perform operations inside grouping symbols. Grouping
symbols include parenthesis () brackets [] and
braces {}. Always work from the innermost part to
the outermost: INSIDE OUT.
Simplify Powers

Exponents need to be taken care of before other operations.

INSIDE OUT again.
Multiply and Divide from left to right.

LEFT to RIGHT.
Remember: always from LEFT to RIGHT...
Fourth
Add and Subtract from
left to right.

Which way?
E
M
D
A
S
F
L
T
R
lease
xcuse
y
ear
unt
ally
or
ooking
oo
ough
Practice:
1.) -4 + 24 3 2

2.) 4[25 - (5 - 2) ]

3.) -22 - 2
5 - 3
4.) |10 - 5 | 5
_
.
.
.
2
2
_____
2
.
.
_
Application:
Hank Aaron's last season in the Major Leagues was 1976. A player's total number of bases can be found by multiplying the number of singles by one, doubles by two, triples by three and homeruns by 4 and then finding the sum. If Aaron hit 44 singles, 8 doubles and 10 homeruns in his final season, find his total bases for 1976.
Parenthesis
Exponents
Multiply
Divide
Add AND
Subtract
FROM
LEFT
TO
RIGHT
AND
P
E
M D
A S
= 0
= 64
= -12
= 3
*Remember to be careful with your negatives!!!
From this, we can get the equation:
44(1) + 8(2) + 0(3) + 10(4)
Singles
Doubles
Triples
Homeruns
Then we use order of operations.
= 100
Total Bases
ALWAYS label your answer to a Real-Life problem.
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