Factor Pairs
Factors
Multiples
Prime and Composite
100

List TWO factor pairs of 45.

(1, 45) (3, 15) (5, 9)

100
Besides 1 and 26, what is one factor of 26?

2 or 13

100

List 5 multiples of 8.

8: 8, 16, 24, 32, 40...

100

Is 11 prime or composite?

Prime

200

List ALL the factor pairs for 50.

(1, 50) (2, 25) (5, 10)

200

Besides 1 and 57, what is a factor of 57? 

3 or 19

200

Which of the following is NOT a multiple of 12?

36

52

48

144

52

200

List five prime numbers less than 50.

3, 7, 11, 13, 23...

300

List all the factor pairs for 36.

(1, 36) (2, 18) (3, 12) (4, 9) (6, 6)

300

Draw an array that shows two factors of 15. Then, write the factor pair it represents.

(1, 15)

(3, 5)

300

List eight multiples of 9 in ascending order.

9: 9, 18, 27, 36,45, 54, 63, 72...

300

Look at the factors of 12 below:

(1, 12) (2, 6) (3, 4)

How many factors are composite numbers?

4 factors

400

How many factors does 36 have? 

9 factors

400

Maria is organizing her sticker collection into equal rows. She has 28 stickers. If she wants each row to have the same number of stickers and no stickers left over, how many stickers could she put in each row?

Find all the possible numbers of stickers per row.

(1, 28) (2, 14) (4, 7) 

1 row of 28 stickers OR 28 rows of 1 sticker

2 rows of 14 stickers OR 14 rows of 2 stickers

4 rows of 7 stickers OR 7 rows of 4 stickers

400

List three multiples that are the SAME for 8 and 12.

Both 8 and 12 have multiples of: 24, 48, and 72

400

Leila is helping organize the school library.
She has exactly 29 books to arrange on a shelf in equal stacks, with no books left over.

If Leila can only make one type of equal stack (for example, all stacks of 1 book don't count for this question because that always works), is 29 a prime or composite number? Draw an array to explain.

Prime (show array)

500

List all the factor pairs for 96.

How many factors does 96 have?

(1, 96) (2, 48) (3, 32) (4, 24) (6, 16) (8, 12)


96 has 12 factors.

500

Jacob has 42 pencils that he wants to share equally among his friends for an art project.
First, he gives away 6 pencils to his teacher for the classroom supply.

Then, he divides the remaining pencils into equal groups, with no pencils left over.
If each friend gets the same number of pencils, what are all the possible numbers of friends Jacob could have?

(1,36), (2,18), (3,12), (4,9), (6,6) 

Jason could have this many friends: 1, 2, 3, 4, 6, 9, 12, 18, or 36.

500

Caleb is making teams for a relay race. Each team must have 7 players. If there are between 30 and 50 students at the event, what is the smallest number of students that could be there so that everyone is on a complete team with no one left out?

35 students

500

Mrs. Carson is organizing prizes for a class party. She has 37 small toys.
First, she gives away 3 toys to another class.

Then, she tries to arrange the remaining toys into equal prize bags, with no toys left over.

If she can only make exactly one type of equal bag (besides 1 bag with all the toys), is the number of remaining toys prime or composite? Draw a picture to show how you know.

She can make 17 bags with 2 toys OR 2 bags with 17 toys. (2, 17) (17, 2)