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Intro to Rational Numbers

Intro to Rational Numbers

Assessment

Presentation

•

Mathematics

•

4th - 5th Grade

•

Practice Problem

•

Easy

Created by

Cheyenne Skyles

Used 2+ times

FREE Resource

27 Slides • 24 Questions

1

Intro to Rational Numbers

2

Important Words to Know:

Integers
Positive Number
Negative Number
Opposites


3

Important Words to Know:

Integers- Positive numbers, negative numbers, and zero
Positive Number
Negative Number
Opposites-


4

Important Words to Know:

Integers- Positive numbers, negative numbers, and zero
Positive Number- Any number greater than or equal to zero
Negative Number-
Opposites-


5

Important Words to Know:

Integers- Positive numbers, negative numbers, and zero
Positive Number- Any number greater than or equal to zero
Negative Number- Any number less than zero
Opposites-


6

Important Words to Know:

Integers- Positive numbers, negative numbers, and zero
Positive Number- Any number greater than or equal to zero
Negative Number- Any number less than zero

Opposites- same number, but the opposite sign

7

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Integers are all WHOLE numbers; positive, negative, and zero. We can use a number line to show where each integer lays in relation to zero.

​

Integers

8

Integers are NOT decimals or fractions

Integers

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9

Multiple Choice

Integers are........

1

Integers are positive numbers only

2
Integers are negative numbers only.
3

Integers are all whole numbers, negative and positive as well as zero

4
Integers are fractions.

10

Multiple Choice

Integers are NOT

1
Positive numbers
2
Fractions or decimals
3
Whole numbers
4
Negative numbers

11

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Positive numbers are any numbers greater than zero. On a number line, they are to the RIGHT of the zero.

​

Positive Numbers

12

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  • In math, positive numbers represent:

    • Deposits

    • Gains

    • Additions

    • Increase

    • Above

Positive Numbers

13

Multiple Choice

Where on a number line can we find positive numbers?

1
At zero
2

To the right of zero ---->

3

To the left of zero <----

14

Multiple Choice

Positive numbers are __________ zero

1

Greater than

2

Less than

15

Open Ended

Tell me a word that may mean "positive number" while working on word problems.

16

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Negative numbers are numbers that are less than zero. They are found to the LEFT of zero on a number line.

​

Negative Numbers

17

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With negative numbers, the LARGER the number is, the smaller it actually is.
On the number line, the further LEFT the number is, the SMALLER it actually is.

​

Negative Numbers

18

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​Some words that may mean "negative" in math are
-minus -loss
-take away -decrease
-spend -withdraw

Negative Numbers

19

Multiple Choice

negative numbers are found....

1

on the left side of the number line. <---

2

on the right side of the number line --->

20

Multiple Choice

The LARGER the negative number's numeral...

1

The bigger the number actually is

2

The smaller the number actually is

21

Multiple Choice

negative numbers are _________ zero

1

greater than

2

less than

22

Open Ended

tell me two words that might mean "negative" when doing word problems

23

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Opposite numbers are numbers that have different signs. They are the same distance from zero, just on different signs.

​

Opposite Numbers

​

24

Fill in the Blanks

Opposite numbers are the same numbers that have different

25

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​Zero is neither positive nor negative! The opposite of 0 is 0!!

Important!!

26

Multiple Select

What is the opposite of 0?

1

0

2

-0

3

Zero doesn't have an opposite.

27

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Let's Practice Together!

28

Give the opposite of the following:

​1) 4


2) 1


3) 0


4) -3

29

Give the opposite of the following:

​1) 4 -4


2) 1


3) 0


4) -3

30

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0


4) -3

31

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3

32

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

33

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

​​5) -1


6) 9


7) -99


8) 100

34

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

​​5) -1 -1


6) 9


7)-99


8) 100

35

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

​​5) -1 -1


6) 9 -9


7)-99


8) 100

36

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

​​5) -1 -1


6) 9 -9


7)-99 99


8) 100

37

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

​​5) -1 -1


6) 9 -9


7)-99 99


8) 100 -100

38

Give the opposite of the following:

​1) 4 -4


2) 1 -1


3) 0 0


4) -3 3

​​5) -1 -1


6) 9 -9


7)-99 99


8) 100 -100

39

Draw

Put a dot on -4

40

Draw

Put a dot on 5

41

Draw

Put a dot on -9

42

Draw

Put a dot on 0

43

Multiple Choice

Finish the sentence: -5 __ 0

1

>

2

<

3

=

44

Multiple Choice

Finish the sentence: 0 __ 2

1

>

2

<

3

=

45

Multiple Choice

Finish the sentence: -7 __ -3

1

>

2

<

3

=

46

Multiple Choice

Finish the sentence: 2 __ -3

1

>

2

<

3

=

47

Multiple Choice

Finish the sentence: 6 __ -2

1

>

2

<

3

=

48

Multiple Choice

Finish the sentence: -5 __ -1

1

>

2

<

3

=

49

Multiple Choice

Finish the sentence: 0 __ 6

1

>

2

<

3

=

50

Multiple Choice

Finish the sentence: -5 __ -8

1

>

2

<

3

=

51

Multiple Choice

Finish the sentence: 11 __ -15

1

>

2

<

3

=

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Intro to Rational Numbers

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