Factors
Multiples
Patterns
Multi-Step Problems
Multiplication as a Comparison
100

Give me three factors of 12

Possible Answers: 1, 12, 2, 6, 3, 4

100

What are the first 5 multiples of 6?

6, 12, 18, 24, 30

100

Use the rule: Start with 3 and add 7. What are the first 4 numbers in this pattern?

3, 10, 17, 24

100
Ms. Winder buys 3 packages of candy. Each package has 4 pieces of candy. She gives 4 pieces of candy away. How many does she have left? 

8 pieces

100

4 times as many as 16 is 4. True or False?

False

200

How many factor pairs does the number 36 have?

5 factor pairs

200

Hansel says the 7th multiple of 4 is 28. Is Hansel correct? Why or why not?

Yes because 7 times 4 is 28.

200

What is the rule for this number pattern? 4, 11, 18, 25, 32, ...

Start with 4, add 7.

200

Finley has $32. He buys 4 cat treats that cost $2 each and 1 cat wand that cost $10. How much money does Finley have left?

$14

200
What does the word "is" mean in math?

Is means equals

300

If 6 is a factor of 54, then all of 6's factors are also factors of 54. True or false? 

True 

300

A teacher asks students to find all the multiples of 6 that are greater than 20 but less than 50.

  1. List all the multiples of 6 in this range.

24, 30, 36, 42, 48

300

A pattern of shapes repeats as shown below:

Square, Triangle, Circle, Square, Triangle, Circle, Square, Triangle, Circle, ...

  • What is another way to describe this pattern?
  • What will be the 14th shape in the pattern?

Possible answer: 4 sides, 3 sides, 0 sides, ....

14th shape is a triangle

300

Crosby hikes 4 miles on an adventure. He hikes 5 times as many on his next adventure. How many miles does Crosby hike altogether on the two trips?

Crosby hikes 24 miles altogether.

300

Write a multiplication equation that matches this statement:

"35 is 5 times as many as 7."

35=5X7 

400

Look at the numbers listed below:

11, 15, 21, 29

  1. Sort these numbers into two groups: Prime Numbers and Composite Numbers.

  2. Pick one of the composite numbers and show all of its factor pairs to prove it is composite.

11 - prime

15- composite

21- composite

29- prime

400

Maya and George are running laps around a track.

  • Maya stops to drink water every 4 laps.

  • Liam stops to drink water every 6 laps.

What is the first lap Maya and Liam will stop to drink water at the same time?


Lap 12

400

Maya is building houses out of toothpicks:

  • House 1 uses 5 toothpicks.

  • House 2 uses 9 toothpicks.

  • House 3 uses 13 toothpicks.

  • House 4 uses 17 toothpicks.

  1. What is the pattern rule for the number of toothpicks added with each new house?

  2. How many toothpicks will Maya need to build House 5?

The pattern is add 4 toothpicks each time. House 5 will need 21 toothpicks.

400

A theme park sells adult tickets for $9 and child tickets for $6. A group purchases 3 adult tickets and 6 child tickets. The leader pays with a $100 bill. How much change will the leader receive?

Write and solve an equation and find the answer to this question.

See equation on the board. The answer is $28.

400

A bookstore sold 9 graphic novels on Saturday. They sold 4 times as many picture books as graphic novels on the same day.

  1. Draw a bar model to represent the problem.

See whiteboard

500

What are all the common factors of 30 and 42?

1, 2, 3, 6

500

What is the 70th multiple of the number 8?

560
500

Consider the number pattern generated by starting at 3 and using the rule "Multiply by 2":

3, 6, 12, 24, 48, 96, ...

  1. What isthe 7th number in this pattern?

  2. Look closely at all the numbers in the sequence after the starting number 3. What feature or characteristic do all of these numbers share that is not explicitly stated in the rule?

The 7th number in the pattern is 192.

They are all multiples of 3.

500

A bakery baked 14 chocolate chip cookies and 27 oatmeal cookies for a school fundraiser. The bakery packages the cookies into boxes of 8. How many full boxes can they make using all the cookies?

  1. Write and solve an equation then answer how many full boxes they can make using all the cookies. 

See equation written on the board.


They can make 5 full boxes and will have 1 cookie left over.

500

Three friends are collecting canned goods for a food drive.

  • Maya collected 6 cans.

  • Jonah collected 3 times as many cans as Maya.

  • Sarah collected 2 times as many cans as Jonah.

  1. How many cans did all three friends collect altogether?

  2. Complete this statement: "Sarah collected ____ times as many cans as Maya."


The three friends collected 60 cans.

Sarah collected 6 times as many cans as Maya.

M
e
n
u