Reviewing All 4 Integer Operations

Reviewing All 4 Integer Operations

Multiple Choice

For the problem: (-6) + (-2)

Which type of addition problem is it?

• Adding same signs

• Adding different signs

Multiple Choice

For the problem: (-6) + (-2)

Which rule will you follow?

• Keep the sign, add the digits.

• Which do you have more of? How much more?

Multiple Choice

For the problem: (-6) + (-2)

What is the answer?

• 8

• -8

• 4

• -4

Multiple Choice

For the problem: (-6) + 2

Which type of addition problem is it?

• Adding same signs

• Adding different signs

Multiple Choice

For the problem: (-6) + 2

Which rule will you follow?

• Keep the sign, add the digits.

• Which do you have more of? How much more?

Multiple Choice

For the problem: (-6) + 2

What is the answer?

• 8

• -8

• 4

• -4

Multiple Choice

What is the rules for subtracting integers?

• Change to multiplication and use the opposite of the second number.

• Change to addition and use the opposite of the second number.

• Find the opposite of both numbers and then add.

• Subtract like normal and keep the larger sign.

Multiple Choice

How would you rewrite -10 - 5?

• 10 + (-5)

• -10 + 5

• -10 + (-5)

• 10 + 5

Multiple Choice

How would you rewrite -10 - (-5)?

• 10 + (-5)

• -10 + 5

• -10 + (-5)

• 10 + 5

Multiple Choice

How would you rewrite 10 - (-5)?

• 10 + (-5)

• -10 + 5

• -10 + (-5)

• 10 + 5

Multiple Choice

How would you rewrite 10 - 5?

• 10 + (-5)

• -10 + 5

• -10 + (-5)

• 10 + 5

Multiple Choice

19 - (-19)

• 0

• 36

• 26

• 38

Multiple Choice

-8 - 8 =

• 16

• 0

• -16

• 9

Multiple Choice

12- (-2)

• -14

• -10

• 10

• 14

Multiple Choice

When multiplying or dividing a POSITIVE and POSITIVE number your result will be...

• Positive

• Negative

Multiple Choice

When multiplying or dividing a NEGATIVE and NEGATIVE number your answer will be...

• Positive

• Negative

Multiple Choice

When multiplying or dividing a NEGATIVE and POSITIVE number your result will be...

• Positive

• Negative

Multiple Choice

64 ÷ (-8)

• 8

• -8

Multiple Choice

-5 x -8

• 40

• -13

• -40

Multiple Choice

7 • (–5) = __________

• 35

• -12

• -35

Multiple Choice

 $44\div\left(-4\right)$  

• -11

• 11

• 176

Multiple Choice

 $-30\div\left(-10\right)$  

• -30

• -3

• 3

Multiple Choice

-2  $\cdot$  -11

• 22

• -13

• -22

Let's try some mixed practice!!!

Multiple Choice

-1+1=

• 2

• 0

• -1

• 1

Multiple Choice

 $\frac{-25}{-5}$  

• 5

• -5

• -20

• -30

Multiple Choice

 $-2-\left(-8\right)$  

• 6

• -6

• -10

• 10

Multiple Choice

(-7) (4) =

• 24

• 28

• -28

• -24

Multiple Choice

-48÷6=

• -8

• 8

• -6

• 6

Multiple Choice

-9+1=

• 11

• 10

• 8

• -8

Multiple Choice

-44÷11=

• -4

• 11

• 4

• 11

Multiple Choice

4 × -7=

• -28

• 28

• 21

• -21

Multiple Choice

30-(-9)=

• -21

• 39

• -39

• 21

Multiple Choice

 $-10+5-6$  

• -11

• 11

• 21

• -21