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Operations with Integers

Operations with Integers

Assessment

Presentation

•

Mathematics

•

6th - 8th Grade

•

Hard

Created by

James Gonzalez

FREE Resource

12 Slides • 21 Questions

1

Integers

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2

What are integers?
  • Include all Whole Number and their OPPOSITES

  • Integers DO NOT include fractions, or decimals

3

What are opposites?

The opposite number, is a number that is the same distant from zero on the number line in the opposite direction.


Zero is neither positive or negative and does not have an opposite.

4

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5

Multiple Choice

What is the opposite of 6

1


16\frac{1}{6}

2

0

3

-6

4

6

6

Multiple Select

What numbers are integers?

1

5

2

2.5

3

−19-\frac{1}{9}

4

2,301

5

-12

7

Fill in the Blanks

Integers include whole numbers and their

Type answer...

.

8

Absolute Value
  • The distance a value is from zero

  • Distance cannot be negative

  • If you walk forward 3 steps or you walked backward 3 steps, you still covered the same amount of ground

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9

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10

Multiple Choice

Is the absolute value of a number ever negative?

1

yes

2

no

3

sometimes

11

Multiple Select

What words would represent a negative value?

1

Withdraw

2

Debit

3

Bonus

4

Deduct

5

Credit

12

Multiple Choice

How would you represent 500 ft below sea level

1

1500\frac{1}{500}

2

500

3

-500

13

Multiple Choice

How would you represent the absolute value of -23?

1

∣−23∣=−23\left|-23\right|=-23

2

∣−23∣=0\left|-23\right|=0

3

∣−23∣=23\left|-23\right|=23

4

∣−23∣=∣23∣\left|-23\right|=\left|23\right|

14

Multiple Select

When could you use negative numbers in real life?

1

Money

2

Distance

3

Temperature

4

Height

15

Fill in the Blanks

∣13∣=\left|13\right|=  



Type answer...

16

Fill in the Blanks

∣−42∣=\left|-42\right|=  



Type answer...

17

Fill in the Blanks

What number is the opposite of 25?

Type answer...

18

Fill in the Blanks

What number is the opposite of -7

Type answer...

19

Integer Operations
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20

You can do different math operations with integers.

Addition

Subtraction

Multiplication

Division

21

Adding Integers

22

Multiple Choice

−9 + 2-9\ +\ 2  

1

-11

2

-18

3

-7

4

11

23

Multiple Choice

80 + 5780\ +\ 57  

1

23

2

137

3

-23

4

-137

24

Multiple Choice

−32 + 48-32\ +\ 48  

1

16

2

80

3

-16

4

-80

25

Subtracting Integers
  • KEEP, CHANGE, CHANGE!


  • What do we Keep, Change, Change?

     KEEP the sign of the first number the same, change subtraction to addition, and change the sign of the second number ! 

  • What happens after the Keep, Change, Change is complete?

     Use addition rules !  

26

27

Multiple Choice

Rewrite

2 − (−5)2\ -\ \left(-5\right)  

1

2+(+5)2+\left(+5\right)  

2

2+(−5)2+\left(-5\right)  

3

−2+(+5)-2+\left(+5\right)  

4

2−(−5)2-\left(-5\right)  

28

Multiple Choice


3−(−7)3-\left(-7\right)  

Solve

1

-4

2

4

3

-10

4

10

29

Multiple Choice

−18−7-18-7  

Solve

1

-25

2

11

3

25

4

-11

30

Multiplying & Dividing Integers

31

Multiple Choice

22\frac{2}{2}   (means 2 ÷ 2)

solve

1

4

2

0

3

1

32

Multiple Choice

(−3)(−9)\left(-3\right)\left(-9\right)  

solve

1

-12

2

-6

3

27

4

-27

33

Multiple Choice

(−9)(−6)(2)\left(-9\right)\left(-6\right)\left(2\right)  

1

-13

2

17

3

108

4

-108

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Integers

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