Factors, Multiples, Prime or Composite
Equations
Word Problems
Multiplication
Misc.
100

Give an example of a prime number and explain why it is prime. 

5 is a prime number because it only has two factors, 1 and itself. 

100

Write the equation that fits this statement: 

45 crayons are five times the 9 crayons at the blue table

5 x 9 = 45

100

Abram bought a shirt and some pants.  The pants cost 3 times as much as the shirt.  The shirt was $14.  How much did the pants cost?  Equation, work, answer with label. 

14 x 3 = 42

The pants cost $42

100

____ x 9 = 45

5

100

100 x 10= 

1,000

200

Give an example of a composite number and explain why it is comopsite. 

6 is a composite number because it has more factors than just 1 and itself.  2 and 3 are also factors of 6. 
200

Write an equation for this statement: 

Zoe picked 21 flowers.  That is three times as many as her little sister had picked.  

21 = 3 x f

OR

21 / f = 3

200

Daniel bought a video game and a DVD.  The video game cost $24.  The dvd cost $8. How many times more than the DVD did the video game cost? Work, equation, and answer with label. 

____ x 8 =24

3 x 8= 24 

The game cost 3 times more than the dvd. 

200

8 x 6 = 

48

200

300 - 98= 

202

300

What are the factors of 24?

1, 2, 3, 4, 6, 8, 12, 24

300

____ x 7 = 70

10

300

There are 5 students sitting at a lunch table. Each student brought three sandwiches.  The entire 4th grade needs 6 times as many sandwiches.  How many sandwiches for the whole 4th grade are needed? equation, work, answer with a label. 

(5 x 3) x 6 = 90 

90 sandwiches for the whole 4th grade

300

30 x 3=

90

300

12 x 4= 

48

400

What are the multiples of 15? (3 of them)

15, 30, 45

400

There are four students at the purple table and each student brought three pencils.  The green table has 4 students and each student brought 5 pencils.  Ms. Reimer collected all of the pencils and split them up evenly among all the students, how many pencils does each student get?  Write and EQUATION ONLY.  

(4x3)+(4x5) / 8

400

There are four students at the purple table and each student brought three pencils.  The green table has 4 students and each student brought 5 pencils.  Ms. Reimer collected all of the pencils and split them up evenly among all the students, how many pencils does each student get?  Solve!  

(4x3)+(4x5)= 32

32/8 = 4

each student gets 4 pencils

400

9 x 8 = 

72

400

25 x 5= 

125

500

Is 63 a prime or composite number?  Why?

It is a composite number because it has more factors.  Some factors of 63 are 1, 63 and 7, 9

500

Sergio is 9 years old. His aunt is 4 times as old as Sergio.  How old is his aunt?  Write an equation and solve. 

9 x 4 = 36

500

Isaac has 27 football cards.  Atlas has five times as many cards.  How many cards does Atlas have?  Equation, work, answer with a label

27 x 5= 135

Atlas has 135 cards. 

500

20 x 4=

80

500

16 x 5= 

80

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