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Order of Operations with Negative #'s
Contributed by: Zook
(Original author: Warren)
According to the order of operations,
what is the first step in simplifying the
expression below?
(-6 + 4) × 5 ÷ (-2)
 Add -6 and 4
 Multiply -2 and 5
 Divide 5 by -2
6 +(- 4) × (-15÷ -3)
According to the order of operations,
what is the second step in simplifying the
expression below?
 Add 6 to -4
 Multiply -4 by 5
 Divide -15 by -3
-6 - 4 × (-5) ÷ (-2)
According to the order of operations,
what is the last step in simplifying the
expression below?
 Add
 Multiply
 Divide
-16 ÷ (1 - 3) × 5
According to the order of operations,
what is the first step in simplifying the
expression below?
 Add 1 and -3
 Divide -16 by 1
 Multiply -3 by 5
-16 ÷ (1 - 3) × 5
According to the order of operations,
what is the last step in simplifying the
expression below?
 Add
 Divide
 Multiply
6 - 4 × (-5) ÷ 2
Simplify the expression below.
3 - 7 × 5 -15 ÷ 3 − 2
Simplify the expression below.
16 ÷ (1 - 3) × 5
Simplify the expression below.
-4 + 21 ÷ (-3 − 4)
Simplify the expression below.
3 × 4 - 20 ÷ 4
Simplify the expression below.
9 × 8 ÷ (-5 − 3)
Simplify the expression below.
4 × (-12 ÷ 3 − 2)
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
Simplify the expression below.
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