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Integers & Absolute Value

Integers & Absolute Value

Assessment

Presentation

•

Mathematics

•

5th - 7th Grade

•

Practice Problem

•

Medium

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CCSS
6.NS.C.7A, 6.NS.C.7C, 6.NS.C.7B

Standards-aligned

Created by

Mahi Singh

Used 112+ times

FREE Resource

10 Slides • 3 Questions

1

Integers

This is lesson one on integers. You will mainly learn the basics about integers.

Slide image

2

What are integers?

Integers are positive and negative whole numbers, including zero!

Integers do NOT include decimals or fractions.

3

Multiple Select

Warm-up Question #1 -

Which numbers are NOT integers?

1

0

2

-3

3

1/2

4

0.75

4

Fill in the Blanks

Warm-up Question #2 -

Put these numbers in descending order: 8, -4, -1, 0.5, -5.5

Put commas between each of your numbers.

Type answer...

5

Which of those numbers was NOT an integer? Why?

Answer this question as a class.

6

Answer:

-5.5 & 0.5 were not integers. They are not integers because they are decimals. Decimals can not be integers.

7

Do you have a basic understanding of what integers are so far?

If not, ask your questions now!

8

Absolute Value

The absolute value of a number is the distance that number is from zero. Another way to think about this is how many steps away is our number away from zero.

For example, 6 is 6 steps away from zero.


9

#1

Now that we understand that distance is always positive. We can understand that the absolute value (distance from zero) is always positive. 

The absolute value of 4 is 4. 

Also, the absolute value of -4 is 4. 



10

Open Ended

The absolute value of 4 is 4.

Also, the absolute value of -4 is 4.


What do you notice about the two situations above?

11

#2

How do we write the absolute value of something? What does the symbol look like?

The symbol for absolute value is two straight lines around a number. |x|

The absolute value of 7 is 7. This can be written as.. |7| = 7 -- We read this to say, “the absolute value of 7 equals 7.”

The absolute value of -7 is 7. This can be written as… |-7| = 7 -- We read this to say, “the absolute value of negative 7 equals 7.”

12

#3

When there is a negative in front of the absolute value sign we say we are taking the opposite of the absolute value. 

|5| The absolute value of 5. |5| = 5

-|5| The opposite of the absolute value of 5. -|5| = -5

|-5| The absolute value of negative 5. |-5| = 5

-|-5| The opposite of the absolute value of negative 5. -|-5| = -5


13

That's all for today! If you have any questions, ask now!

If there aren't any questions, please go ahead and start on your math work for today.

pattern-tertiary

Integers

This is lesson one on integers. You will mainly learn the basics about integers.

Slide image

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